<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
		xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd"
	xmlns:media="http://search.yahoo.com/mrss/"
>

<channel>
	<title>Pontydysgu - Bridge to Learning &#187; teaching and learning</title>
	<atom:link href="http://www.pontydysgu.org/category/teaching-and-learning/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.pontydysgu.org</link>
	<description>Pontydysgu - Educational Research</description>
	<lastBuildDate>Mon, 06 Feb 2012 17:12:02 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.2.1</generator>
	<copyright>CreativeCommons Attribution-Noncommercial-Share Alike 2.5 http://creativecommons.org/licenses/by-nc-sa/2.5/</copyright>
	<managingEditor>graham10@mac.com (Graham Attwell)</managingEditor>
	<webMaster>graham10@mac.com (Graham Attwell)</webMaster>
	<ttl>1440</ttl>
	<image>
		<url>http://www.pontydysgu.org/wp-content/uploads/2007/11/sounds1.gif</url>
		<title>Pontydysgu - Bridge to Learning</title>
		<link>http://www.pontydysgu.org</link>
		<width>144</width>
		<height>144</height>
	</image>
	<itunes:subtitle>Sounds of the Bazaar</itunes:subtitle>
	<itunes:summary>Sounds of the Bazaar is a podcast and LIVE Internet radio programme produced by the Pontydysgu research organisation and friends.
Sounds of the Bazaar focuses on research and practice in technology enhanced learning and the use of social software and Web 2.0 for knowledge development and sharing.Other topics include social networking and digital identities.</itunes:summary>
	<itunes:keywords>education, e-learning, tel, </itunes:keywords>
	<itunes:category text="Education" />
	<itunes:category text="Education">
		<itunes:category text="Education Technology" />
	</itunes:category>
	<itunes:category text="Education">
		<itunes:category text="Training" />
	</itunes:category>
	<itunes:author>Graham Attwell</itunes:author>
	<itunes:owner>
		<itunes:name>Graham Attwell</itunes:name>
		<itunes:email>graham10@mac.com</itunes:email>
	</itunes:owner>
	<itunes:block>no</itunes:block>
	<itunes:explicit>no</itunes:explicit>
	<itunes:image href="http://www.pontydysgu.org/wp-content/uploads/2007/11/sounds1.gif" />
		<item>
		<title>MOOCs are here to stay</title>
		<link>http://www.pontydysgu.org/2012/02/moocs-are-here-to-stay/</link>
		<comments>http://www.pontydysgu.org/2012/02/moocs-are-here-to-stay/#comments</comments>
		<pubDate>Mon, 06 Feb 2012 16:33:11 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[education 2.0]]></category>
		<category><![CDATA[Open Learning]]></category>
		<category><![CDATA[Pedagogy]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7709</guid>
		<description><![CDATA[John Naughton is one of the most thoughtful of mainstream newspaper writers on new media. Although aa academic at the UK Open University, his regular Guardian newspaper column covers a wide range of different issues. His article yesterday, entitled Welcome to the desktop degree…, predicted the end of the road for the universities in sitting back and hoping their monopoly on accreditation would guarantee an unending throughput of students. If [...]]]></description>
			<content:encoded><![CDATA[<p>John Naughton is one of the most thoughtful of mainstream newspaper writers on new media. Although aa academic at the UK Open University, his regular Guardian newspaper column covers a wide range of different issues.</p>
<p>His article yesterday, entitled <a href="http://www.guardian.co.uk/technology/2012/feb/05/desktop-degree-stanford-university-naughton">Welcome to the desktop degree…,</a> predicted the end of the road for the universities in sitting back and hoping their monopoly on accreditation would guarantee an unending throughput of students.</p>
<blockquote><p>If all the world&#8217;s stored knowledge can be accessed from any networked device, and if the teaching materials and lectures of the best scholars are likewise available online, why should students pay fees and incur debts to live in cramped accommodation for three years?</p></blockquote>
<p>John goes on to say:</p>
<blockquote><p>Some things have happened recently that make one think that perhaps the water might be reaching boiling point for traditional universities. The key development is a set of three courses created by Stanford University academics and colleagues in three subject areas: machine learning, database design and artificial intelligence. What makes these significant is that they are: intellectually demanding; free; presented entirely online; taught by world-class academics; and inclusive of assessment as well as tuition.</p></blockquote>
<p>160000 students from 190 countries signed up to Stanford&#8217;s <a title="" href="https://www.ai-class.com/overview">&#8220;Introduction to AI&#8221; course&#8221; </a>, with 23000 reportedly completing.</p>
<p>Only three years ago there was a debate at the F-ALT fringe event at ALT-C on whether MOOCs (Massive Open Online Courses) were merely a passing fad. I can&#8217;t remember the results of the vote at the end of the debate but can remember that there was considerable scepticism. The truth seems to be that the MOOC model has taken hold. My only concern is that in adopting such a model for large scale commercial application by large and often private American universities, the values and dedication of people like <a href="http://www.downes.ca/">Stephen Downes</a> and <a href="http://www.elearnspace.org/blog/">George Siemens</a> who pioneered the early MOOCs will be lost and such courses will just become an industrial treadmill for students.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/02/moocs-are-here-to-stay/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Developing Collaborative Blended Learning and Knowledge Development in SMEs through Webquest 2.0</title>
		<link>http://www.pontydysgu.org/2012/01/developing-collaborative-blended-learning-and-knowledge-development-in-smes-through-webquest-2-0/</link>
		<comments>http://www.pontydysgu.org/2012/01/developing-collaborative-blended-learning-and-knowledge-development-in-smes-through-webquest-2-0/#comments</comments>
		<pubDate>Sun, 29 Jan 2012 10:28:55 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[e-learning 2.0]]></category>
		<category><![CDATA[ICT and SMEs]]></category>
		<category><![CDATA[Knowledge development]]></category>
		<category><![CDATA[Pedagogy]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>
		<category><![CDATA[Webquests]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7701</guid>
		<description><![CDATA[I haven&#8217;t been posting as much as I would like lately. This is due to the European project bidding season (more on that soon) and due to a lot of work on the Webquest 2.0 project (about which I have been intending to write). Anyway, here for starters is an abstract written by Maria Pedrifanou and myself for the ECER 2012 conference. Developing Collaborative Blended Learning and Knowledge Development in SMEs through Webquest 2.0 Whilst [...]]]></description>
			<content:encoded><![CDATA[<p>I haven&#8217;t been posting as much as I would like lately. This is due to the European project bidding season (more on that soon) and due to a lot of work on the <a href="http://en.webquests.eu/">Webquest 2.0 project</a> (about which I have been intending to write). Anyway, here for starters is an abstract written by Maria Pedrifanou and myself for the <a href="http://www.eera.de/ecer2012/">ECER 2012 conference</a>.</p>
<h3>Developing Collaborative Blended Learning and Knowledge Development in SMEs through Webquest 2.0</h3>
<p>Whilst educational technology has been adopted for use in large enterprises, research suggests there is little use of ICT for learning in Small and Medium Enterprises (SMEs) (Attwell, 2007). One reason for this may be the limited provision of Continuing Professional Training opportunities in SMEs. Yet SMEs are seen as critical for economic growth and the creation of employment and rapid technological change and changes in materials, ecological and quality requirements and changes in the organisation of work require the development and deployment of new competences.</p>
<p>Through a European Commission funded Transfer of Innovation project, Webquest 2.0, the authors have developed and are piloting a new pedagogic approach to CPD in SMEs.</p>
<p>The name ‘webquest’ is comprised of two parts: a) ‘Web’ – to indicate that the World Wide Web is used as the primary resource in applying, analysing, synthesising and evaluating information, and b) ‘Quest’ – to indicate that a question is presented within the webquest, which encourages learners to search for new meaning and deeper understanding (Pelliccione L. and Craggs G.J., 2007).</p>
<p>Webquest 2.0 activities stake advantage of the possibilities that current Web 2.0 technologies offer and are based on a revised Webquest framework created for teachers and trainers.</p>
<p>The aim is to develop effective, complex, authentic learning and training environments. Trainers should be able to design and develop their own content and generate learning materials that can help their trainees and can also be shared with others.</p>
<p>The development of the Webquest 2.0 approach is based on the Collaborative Blended Learning Model (CBML) (Perifanou, 2011). There are four key elements to the model. Firstly the model is based on the idea that Webquest activities can be undertaken face to face, in a blended model of face-to-face and online learning, or purely on line. Secondly it is based on a mix of individual and small group activities which collectively allow participants to explore a larger question or theme. Thirdly the Webquest should generate outcomes which can form an organisational learning resource for a community of practice beyond the initial learning activities. Finally the webquests are based on a seven-stage model – Learning Circles &#8211; which both scaffolds learning and provides templates for trainers to create webquests.</p>
<p>The model and the webquests are being piloted with SMEs in Poland, the UK and Sweden.</p>
<h3>Methodology</h3>
<p>In the first phase of the project the Collaborative Blended Learning model was elaborated resulting in the publication of a research handbook. Based on this model twenty initial webquests were developed in close collaboration between trainers and project partners. Following this, a handbook for trainers was produced and a evaluation framework developed.</p>
<p>The webquests and handbook are currently being piloted in workshops with SMEs in Poland and The UK. This includes workshops piloting the webquests developed in the initial phase of the project and workshops for trainers to produce webquest themselves for use in their organisations.</p>
<p>The outcomes of these workshops will be evaluated, and the research handbook and handbook for trainers revised.</p>
<p>This, in turn, will lead to another round of piloting in SMEs in the late spring of 2012.</p>
<p>The initial webquests utilise a commercial wiki, PB works, as the main technical platform. It is intended to transfer the webquests to an Open Source wiki to minimise costs for deployment by SMEs.</p>
<h3>Conclusions / Expected Outcomes / Findings</h3>
<p>There are a series of hypotheses which are being tested through the project.</p>
<p>Firstly, the project is developing an updated Web 2.0 approach to webquests seeking to scaffold learning in a Web 2.0–enhanced, social and interactive open learning environment.</p>
<p>Secondly the project is transferring an approach and methodology for learning in a Web 2.0–enhanced, social and interactive open learning environment previously develop din a school based and language learning context for training in SMEs.</p>
<p>Thirdly the project is seeking to develop a flexible approach to learning in a Web 2.0–enhanced, social and interactive open learning environment, facilitating a mixture of Face to face Blended and online learning.</p>
<p>Fourthly the project is seeking to facilitate the development of wiki based learning materials by trainers themselves.</p>
<p>Fifthly the project is seeking to develop an approach to developing organisational knowledge resources for communities of practice though training activities.</p>
<p>The evaluation of the initial workshops are extremely positive. The paper will be based on a full evaluation of the project activities and will explore the success or otherwise of our initial hypotheses.</p>
<h3>References</h3>
<p>Attwell, G. (2007) Searching, Lurking and the Zone of Proximinal Development: e-learning in Small and Medium Enterprises, Vienna: Navreme</p>
<p>Pelliccione, D. L., &amp; Craggs, G. J. (2007). WebQuests: an online learning strategy to promote cooperative learning and higher-level thinking. Paper presented at AARE Conference, 2007.</p>
<p>Perifanou M. (2011) Web 2.0 &#8211; New era of Internet tools in learning and teaching Italian as a foreign language &#8211; WebQuest 2.0 activities and  Collaborative Blended Learning Model. Proposals of blended learning. Unpublished doctoral dissertation, University of Athens.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/01/developing-collaborative-blended-learning-and-knowledge-development-in-smes-through-webquest-2-0/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Researching MOOCs</title>
		<link>http://www.pontydysgu.org/2012/01/researching-moocs/</link>
		<comments>http://www.pontydysgu.org/2012/01/researching-moocs/#comments</comments>
		<pubDate>Sat, 21 Jan 2012 15:58:25 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[e-learning 2.0]]></category>
		<category><![CDATA[Innovation]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7689</guid>
		<description><![CDATA[Massive Open Online Courses are still very new and it is important to conduct research to try to understand how they support different types of learning. The Caledonian Academy, in Scotland,  are looking at self-regulated learning outside formal learning contexts and  have designed a study, they say, &#8220;which aims to surface, describe and systematise the activities and strategies that adult learners use to self-regulate their learning in [...]]]></description>
			<content:encoded><![CDATA[<p>Massive Open Online Courses are still very new and it is important to conduct research to try to understand how they support different types of learning. The Caledonian Academy, in Scotland,  are looking at self-regulated learning outside formal learning contexts and  have designed a study, they say, &#8220;which aims to surface, describe and systematise the activities and strategies that adult learners use to self-regulate their learning in the context of the Change 2011 massive open online course (MOOC). Our interest is specifically in professionals’ actions – practices and strategies that they use to plan and attain their learning goals.&#8221;</p>
<p>They are looking for volunteers to participate in this study. Participation in the study will involve completion of an online questionnaire (in January/February 2012) and participation in a telephone or Skype interview (in or around March 2012).</p>
<p>You can find out more and sign up to participate in the study on Colin Milligan&#8217;s blog &#8211; <a href="http://worklearn.wordpress.com/">Learning in the Workplace</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/01/researching-moocs/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Play, emergent curricula, serendipity and opportunity</title>
		<link>http://www.pontydysgu.org/2012/01/play-emergent-curricula-serendipity-and-opportunity/</link>
		<comments>http://www.pontydysgu.org/2012/01/play-emergent-curricula-serendipity-and-opportunity/#comments</comments>
		<pubDate>Sat, 21 Jan 2012 15:46:50 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[chalkface]]></category>
		<category><![CDATA[e-learning 2.0]]></category>
		<category><![CDATA[education 2.0]]></category>
		<category><![CDATA[Knowledge development]]></category>
		<category><![CDATA[learning 2.0]]></category>
		<category><![CDATA[Multimedia]]></category>
		<category><![CDATA[Presentations]]></category>
		<category><![CDATA[Social networking]]></category>
		<category><![CDATA[Social Software]]></category>
		<category><![CDATA[teaching and learning]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7683</guid>
		<description><![CDATA[Learning and Teaching in Networked Publics View more presentations from Helen Keegan In a blog post about the BETT show in London I complained that there was little evidence about using technology for teaching and learning. And that is why I like this presentation by Helen Keegan. Whilst she looks at a whole series of web and social networking tools the whole focus is on real life use. I particularly like her advice on slide 32 &#8211; [...]]]></description>
			<content:encoded><![CDATA[<div style="width:425px" id="__ss_10354021"> <strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/heloukee/learning-teaching-networkedpublics" title="Learning and Teaching in Networked Publics" target="_blank">Learning and Teaching in Networked Publics</a></strong> <object id="__sse10354021" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=learningteachingnetworkedpublics-111127134618-phpapp02&#038;stripped_title=learning-teaching-networkedpublics&#038;userName=heloukee" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"/><embed name="__sse10354021" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=learningteachingnetworkedpublics-111127134618-phpapp02&#038;stripped_title=learning-teaching-networkedpublics&#038;userName=heloukee" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"></embed></object>
<div style="padding:5px 0 12px"> View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/heloukee" target="_blank">Helen Keegan</a> </div>
</p></div>
<p>In a blog post about the BETT show in London I complained that there was little evidence about using technology for teaching and learning. And that is why I like this presentation by Helen Keegan. Whilst she looks at a whole series of web and social networking tools the whole focus is on real life use. I particularly like her advice on slide 32 &#8211; &#8220;Leave space in the course to allow space for play, emergent curricula, serendipity and opportunity.&#8221;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/01/play-emergent-curricula-serendipity-and-opportunity/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Health warning: trade shows and whiteboards can give you a headache</title>
		<link>http://www.pontydysgu.org/2012/01/health-warning-trade-shows-and-whiteboards-can-give-you-a-headache/</link>
		<comments>http://www.pontydysgu.org/2012/01/health-warning-trade-shows-and-whiteboards-can-give-you-a-headache/#comments</comments>
		<pubDate>Sat, 21 Jan 2012 15:25:44 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[mobile learning]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[technologies]]></category>
		<category><![CDATA[technology]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7679</guid>
		<description><![CDATA[Last Saturday, I visited the British Education Technology Exhibition at Olympia in London. I have never been to BETT before and was curious as to what it would be like. I can’t say I was impressed and three hours left me with a headache and a marked aversion to interactive whiteboards. I can’t really complain – BETT delivers what it promises on the label – an exhibition of educational technology. Perhaps naively, what I was looking for [...]]]></description>
			<content:encoded><![CDATA[<p>Last Saturday, I visited the British Education Technology Exhibition at Olympia in London. I have never been to BETT before and was curious as to what it would be like.</p>
<p>I can’t say I was impressed and three hours left me with a headache and a marked aversion to interactive whiteboards.</p>
<p>I can’t really complain – BETT delivers what it promises on the label – an exhibition of educational technology. Perhaps naively, what I was looking for was something about the use of technology for learning and that I struggled to find.</p>
<p>There were lots and lots of stands showing the latest in shiny gadgets. Most were interactive whiteboards – a throwback I guess to the previous English government’s programme of funding a whiteboard for every classroom.</p>
<p>Being a bit of a nerd myself I like gadgets. But the few that impressed me were those NOT specifically designed for education. I liked HPs 3D printer (although it is not cheap).  And I loved the kit from animationsuupplies.net for stop motion photography and for developing plasticine modeling (shame the software they are using is PC only).</p>
<p>The Hepeel.net stand had the virtue of actually having some kids on it using computers for learning (a radical idea for BETT). And it seemed a little edupunky with print outs of how to use Google docs in education.</p>
<p>Despite all the hype form the ed-tech community about ‘mobile’, there was surprisingly little mobile on display. OK, there were stands showing off different handsets and a few tablets. But there has little on show that you would not find on any city high street.</p>
<p>Although most of the big companies had large glossy stands – including Google, Microsoft and Dell &#8211; Apple didn’t have an official stand. But there was a smallish stand sponsored by UK Apple reseller, AT Computers. And they lined up a rolling programme of demos / short workshops by teachers on how they were using the iPad for teaching and learning. These were pretty awesome. I especially liked the demo of how to use the GarageBand (one of my favourite programs) for teaching music. These presentations were full – every seat was taken.</p>
<p>And three seems to be a lesson in that. If you want to attract teachers and trainers to look at your product show how it can be used for teaching and training. But perhaps I am just being naïve again. Are trade shows like BETT aimed at teachers and trainers or are they really for the people with the money who buy the glossy toys for schools and colleges? And how much say do teachers and trainers have in what tech they end up with?</p>
<p>Postnote: Just when I was thinking I have done my duty and been to one of these trade shows I remembered that I had agreed to staff the Mature-Ip project stand at Learntec in Karlsruhe in ten days time. Have to start working on a survival strategy – any ideas welcome.</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/01/health-warning-trade-shows-and-whiteboards-can-give-you-a-headache/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>UK education minister calls for open source curriculum!</title>
		<link>http://www.pontydysgu.org/2012/01/uk-education-minister-calls-for-open-source-curriculum/</link>
		<comments>http://www.pontydysgu.org/2012/01/uk-education-minister-calls-for-open-source-curriculum/#comments</comments>
		<pubDate>Wed, 11 Jan 2012 17:13:29 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[learning 2.0]]></category>
		<category><![CDATA[learningtechnologies]]></category>
		<category><![CDATA[politics]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[technologies]]></category>
		<category><![CDATA[technology]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7675</guid>
		<description><![CDATA[The fundamental model of school education is still a teacher talking to a group of pupils. It has barely changed over the centuries, even since Plato established the earliest &#8220;akademia&#8221; in a shady olive grove in ancient Athens. A Victorian schoolteacher could enter a 21st century classroom and feel completely at home. Whiteboards may have eliminated chalk dust, chairs may have migrated from rows to groups, but a teacher still stands [...]]]></description>
			<content:encoded><![CDATA[<blockquote><p>The fundamental model of school education is still a teacher talking to a group of pupils. It has barely changed over the centuries, even since Plato established the earliest &#8220;akademia&#8221; in a shady olive grove in ancient Athens.</p>
<p>A Victorian schoolteacher could enter a 21st century classroom and feel completely at home. Whiteboards may have eliminated chalk dust, chairs may have migrated from rows to groups, but a teacher still stands in front of the class, talking, testing and questioning.</p>
<p>But that model won&#8217;t be the same in twenty years&#8217; time. It may well be extinct in ten.</p>
<p>Technology is already bringing about a profound transformation in education, in ways that we can see before our very eyes and in others that we haven&#8217;t even dreamt of yet.</p></blockquote>
<p>Nothing too remarkable here, and any regular reader of this blog will recognise similar ideas spouted on these pages. What is remarkable is the person who said it &#8211; the unpopular Minster of Education for England, Michael Gove, in a speech at the opening of BETT, the UK education technology exhibition.</p>
<p>This was a long awaited speech, given that Give has said little about educational technology since the Con-Dem coalition government came to power. In a speech which seemed to go down well with the ed-tech community on twitter but was criticised by teachers union leaders, Gove went on to say:</p>
<ul>
<li>The present IT national curriculum for schools would be abolished leaving schools freedom to design their own curriculum. From September this year schools will be free to use the &#8220;amazing resources&#8221; that already exist and will exist on the web.</li>
<li>Games and interactive software can help pupils acquire complicated skills</li>
<li>He wants to see the introduction new courses of study in computer science</li>
<li>We should &#8220;look at the school curriculum in a new way, and consider how new technological platforms can help to create new curriculum materials in a much creative and collaborative way than in the past</li>
<li>Rather than concentrate on hardware procurement we should focus on improving initial teacher training and continual professional development for teachers in educational technology</li>
</ul>
<p>Gove said three main things that technology can do for learning:</p>
<ul>
<li>Disseminate knowledge incredibly widely.</li>
<li>Change the way teachers teach, with adaptive software personalising learning.</li>
<li>Allow teachers to assess pupils in more complex and sophisticated ways.</li>
</ul>
<p>Gove went on to talk about an open-source curriculum saying:</p>
<blockquote><p>Advances in technology should also make us think about the broader school curriculum in a new way.</p>
<p>In an open-source world, why should we accept that a curriculum is a single, static document? A statement of priorities frozen in time; a blunt instrument landing with a thunk on teachers&#8217; desks and updated only centrally and only infrequently?</p></blockquote>
<p>It all seems a bit too good to be true. And of course a lot depends on how these chnages mucght be implemented and vitally what support and funding is avaiable to schools.</p>
<p>A website &#8211; <a href="http://schoolstech.org.uk/">schooltech..org.uk</a> &#8211; has been launched to discuss the new proposals. Bernadette Brooks<br />
General Manager of <a title="Naace" href="http://www.naace.co.uk/">Naace</a> and Seb Schmoller Chief Executive, <a title="Association for Learning Technology" href="http://www.alt.ac.uk/">Association for Learning Technology (ALT)</a> explained the reasons for the consultation:</p>
<blockquote><p>The effective use of technology has great potential to support better teaching and learning, but there are important questions arising from the opportunities presented by new technologies. For example: how teachers can best develop the right skills; how learning is organised and delivered; and how education can be agile in adapting to new technology developments. This is an important opportunity to discuss and understand the implications.</p>
<p>The site contains, initially, some “<a title="Stimulus Questions" href="http://schoolstech.wordpress.com/stimulus-questions/">stimulus questions</a>” suggested by DFE, which can be discussed by the posting of comments. During March Naace and ALT will work together to produce a report which we will share with DFE that draws on the discussion that we hope will now ensue.</p>
<p>We hope that parents, teachers, technology developers and practitioners, policy people, researchers, students, people from industry and any others with an interest in and experience of this field will join the conversation.</p></blockquote>
<p>You can add your ideas on the conusltation web site. Or of course you can just add a comment here <img src='http://www.pontydysgu.org/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' />   I will be coming back to some of the issues raised by Give&#8217;s announcement in further blog posts over the next week.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/01/uk-education-minister-calls-for-open-source-curriculum/feed/</wfw:commentRss>
		<slash:comments>3</slash:comments>
		</item>
		<item>
		<title>Universities in the UK set to become the preserve of big business and the wealthy</title>
		<link>http://www.pontydysgu.org/2012/01/universities-in-the-uk-set-to-become-the-preserve-of-big-business-and-the-wealthy/</link>
		<comments>http://www.pontydysgu.org/2012/01/universities-in-the-uk-set-to-become-the-preserve-of-big-business-and-the-wealthy/#comments</comments>
		<pubDate>Thu, 05 Jan 2012 13:24:53 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[politics]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7655</guid>
		<description><![CDATA[Sally Hunt, general secretary of the University and College Union (UCU), blogs on a report released this morning by the University and College Union (UCU) which &#8220;has revealed annual public spending on university teaching and research in England will fall to its lowest proportion in over a century, as a result of the government’s new higher education reforms.&#8221; Sally goes on to say that: &#8220;Our study also highlights how as [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.pontydysgu.org/wp-content/uploads/2012/01/English-university-income-from-tuition-fees-and-government-funding.gif"><img class="aligncenter size-full wp-image-7656" title="English-university-income-from-tuition-fees-and-government-funding" src="http://www.pontydysgu.org/wp-content/uploads/2012/01/English-university-income-from-tuition-fees-and-government-funding.gif" alt="" width="600" height="780" /></a></p>
<p>Sally Hunt, general secretary of the University and College Union (<a href="http://www.ucu.org.uk/">UCU</a>), <a href="http://www.leftfootforward.org/2012/01/government-funding-of-university-research-at-lowest-proportion-since-1900s/?mid=56">blogs on a report</a> released this morning by the University and College Union (<a href="http://www.ucu.org.uk/">UCU</a>)  which &#8220;has revealed annual public spending on university teaching and research  in England will fall to its lowest proportion in over a century, as a  result of the government’s new higher education reforms.&#8221;</p>
<p>Sally goes on to say that: &#8220;Our study also highlights how as spending on teaching and research  falls, the burden on students to fund higher education will increase. By  2013/2014 the proportion students contribute to university funding  (through higher tuition fees) will be 47.2% – <strong>the highest since the 1890s when university was the preserve of the wealthiest.&#8221;&#8230;..</strong></p>
<p><strong>&#8220;</strong>These plans will put at risk decades of progress in opening up access to  education and will endanger the health of the sector. You cannot  maintain a world-class university system in the 21st century by turning  the clock back to the 1900s and before.&#8221;</p>
<p>For the last year universities in England have been cutting back on expenditure and making teachers and researchers redundant. Research is to a large extent now dependent on external funding, meaning the research agenda is essentially being driven by big business.</p>
<p>The first effects of the increase in fees were seen in figures released by the Higher Education Funding Authority as reported in yesterday&#8217;s <a href="http://www.guardian.co.uk/education/2012/jan/04/uk-born-university-applicants-slumps">Guardian newspaper</a>.</p>
<p>Whilst the number of UK-born students applying to start university this autumn has slumped by almost 8%,  applications from students aged 40 and over (who in the past have had lower incomes) have fallen by 15.4% compared with last year. Those aged 20 have dropped by 15%.</p>
<p>The Guardian also points out that &#8220;the  number of applicants from England has dropped more sharply than those  from Scotland, Northern Ireland and Wales. This is not surprising since  institutions in those countries will be able to charge up to £9,000, but  devolved governments will provide generous financial support to their  own students.&#8221;</p>
<p>As research gets taken over by big business, university education will, as in the 19th Century, become a preserve of the wealthy.</p>
<p><strong><br />
</strong></p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/01/universities-in-the-uk-set-to-become-the-preserve-of-big-business-and-the-wealthy/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Reflections on Personal Learning Environments</title>
		<link>http://www.pontydysgu.org/2012/01/reflections-on-personal-learning-environments/</link>
		<comments>http://www.pontydysgu.org/2012/01/reflections-on-personal-learning-environments/#comments</comments>
		<pubDate>Thu, 05 Jan 2012 12:53:31 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[e-learning 2.0]]></category>
		<category><![CDATA[Mature]]></category>
		<category><![CDATA[Pedagogy]]></category>
		<category><![CDATA[PLEs]]></category>
		<category><![CDATA[social media]]></category>
		<category><![CDATA[Social networking]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7653</guid>
		<description><![CDATA[I got a great email from Rui Páscoa, Sérgio Lagoa and João Greno Brogueira, Masters students at the Open University in Portugal. One of their teachers, they say, Professor José Mota, &#8220;asked us to interview someone who is a reference in online teaching and, based on thisinterview, write a 2000-word paper as one of the compulsory activities for the subject &#8216;Elearning Pedagogical Processes&#8217;.” They sent me the questions and [...]]]></description>
			<content:encoded><![CDATA[<p><iframe frameborder="0" height="315" src="http://www.youtube.com/embed/n-xL2AedGMo?rel=0" width="560"></iframe><br />
I got a great email from Rui Páscoa, Sérgio Lagoa and João Greno Brogueira, Masters students at the Open University in Portugal. One of their teachers, they say, Professor José Mota, &#8220;asked us to interview someone who is a reference in online teaching and, based on thisinterview, write a 2000-word paper as one of the compulsory activities for the subject &#8216;Elearning Pedagogical Processes&#8217;.”</p>
<p>They sent me the questions and rather than write a long text I agreed to reply by video. The questions &#8211; see below &#8211; are excellent &#8211; in focusing on the key issues around Personal Learning Environments. I struggled with some of my answers &#8211; it would be great if anyone else could add their ideas by video or in the reply box to this blog entry.</p>
<p>Questions:</p>
<ol>
<li>What is the pedagogical model you follow as an online teacher and why?</li>
<li>You have been developing some serious thinking on PLEs. How important are they in the learning process?</li>
<li>Do you advise your students to follow a specific  &#8220;model&#8221; or do you give them full freedom in building their PLE?</li>
<li>Ever since the concept of PLE appeared there have been several discussions about this issue and the concept itself has been evolving. In what way has the PLE interfered in the change of elearning pedagogical models? Or is the PLE merely &#8220;a tool&#8221; that you can use and take some benefit from in the already existing practices, without real influence in changing them?</li>
<li>Many Universities and Colleges offering online courses tend to adopt pedagogical models quite close to traditional teaching and learning, centred on transmitting contents in closed environments (LMS/VLE) controlled by the institution. How shall we overcome this traditional approach and persuade the universities to change their practices?</li>
<li>Elearning is becoming more and more relevant, both in formal and informal education, and it is seen as essential in lifelong learning processes. How do you see the future of elearning, bearing in mind the technological development and the social and economical changes that will come along with the evolution of society?</li>
</ol>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/01/reflections-on-personal-learning-environments/feed/</wfw:commentRss>
		<slash:comments>5</slash:comments>
		</item>
		<item>
		<title>Changing the Language of Learning</title>
		<link>http://www.pontydysgu.org/2012/01/changing-the-langauge-of-learning/</link>
		<comments>http://www.pontydysgu.org/2012/01/changing-the-langauge-of-learning/#comments</comments>
		<pubDate>Mon, 02 Jan 2012 16:01:11 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[e-learning 2.0]]></category>
		<category><![CDATA[education 2.0]]></category>
		<category><![CDATA[educational shift]]></category>
		<category><![CDATA[learningtechnologies]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7638</guid>
		<description><![CDATA[I am not going to provide any list of posts / apps or anything else to mark the new year. The lists are getting on my nerves. What constitutes &#8216;best&#8217; anyway? I rather wonder if making lists has become a substitute for thinking? I would provide some thoughts on trends for 2012 except I not really sure what will happen. Technology is changing too fast and too unpredictably. Education economy and politics seem wrapped in a slow waltz [...]]]></description>
			<content:encoded><![CDATA[<p>I am not going to provide any list of posts / apps or anything else to mark the new year. The lists are getting on my nerves. What constitutes &#8216;best&#8217; anyway? I rather wonder if making lists has become a substitute for thinking? I would provide some thoughts on trends for 2012 except I not really sure what will happen. Technology is changing too fast and too unpredictably. Education economy and politics seem wrapped in a slow waltz which is also totally unpredictable in its outcomes. Indeed it may be that people and the actions of people will be more important than technology in determining the course of educational development over the next period. Or lets hope so.</p>
<p>But I will add a wish (not a wish list <img src='http://www.pontydysgu.org/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' />  ) for 2012. My wish is that we can get rid of all those letters in from of &#8216;learning&#8217;. &#8216;e&#8217; ,&#8217;i', &#8216;m&#8217;, &#8216;b&#8217; and all the rest of them. I even wonder if the term &#8216;informal learning&#8217; (one I am probably overly fond of using) is of much use any more.</p>
<p>I suspect these terms came about because we wished to signify learning by the technologies being deployed &#8211; and to a lesser extent the design of learning with technology. Yet as technology has become increasingly ubiquitous the terms have ceased to have any meaning. We don&#8217;t talk about &#8216;b-learning&#8217; to refer to reading a book nor &#8216;c-learning&#8217; to refer to learning in a classroom.</p>
<p>So lets just return to that old word &#8211; &#8216;learning&#8217; &#8211; and use it to mean all the different ways in which people learn and all the different artefacts that they use in the learning process. Lest move from instructional design to designing for learning. Lets try and support learning in all the contexts in which it takes place. And lets try and support learning for everyone &#8211; not just those privileged to be enrolled on a programme in an educational institution.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2012/01/changing-the-langauge-of-learning/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>PLE Conference 2012: Call for papers launched</title>
		<link>http://www.pontydysgu.org/2011/12/ple-conference-2012-call-for-papers-launched/</link>
		<comments>http://www.pontydysgu.org/2011/12/ple-conference-2012-call-for-papers-launched/#comments</comments>
		<pubDate>Sat, 31 Dec 2011 13:22:20 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[ple]]></category>
		<category><![CDATA[PLEs]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7631</guid>
		<description><![CDATA[Very happy to see the paper on Building Personal Learning Environments by using and mixing ICT tools in a professional way, by Linda Castañeda and Javier Soto and presented at PLE2010, win the The Downes Prize 2011. Especially so as it was published in the Digital Education Review, an open access online journal. And it coincides with the call for papers for PLE2012, being held in Aveiro in Portugal and Melbourne, Australia. Here is a copy of [...]]]></description>
			<content:encoded><![CDATA[<p>Very happy to see the paper on <a href="http://www.downes.ca/post/54722">Building Personal Learning Environments by using and mixing ICT tools in a professional way</a>, by Linda Castañeda and Javier Soto and presented at PLE2010, win the <a href="http://www.downes.ca/post/56919/rd">The Downes Prize 2011</a>. Especially so as it was published in the <a href="http://www.downes.ca/post/54722?journal=Digital%20Education%20Review">Digital Education Review</a>, an open access online journal.</p>
<p>And it coincides with the <a href="http://pleconf.org/call-for-papers/">call for papers</a> for PLE2012, being held in Aveiro in Portugal and Melbourne, Australia. Here is a copy of the blog I wrote to launch the call.</p>
<p>&#8220;When we first launched the PLE conference we wanted to do something different. “Why is it that the best part of conferences is the time you spend with colleagues outside the conference?”, we asked. “How can we make the conference sessions as entertaining as the social?” “How can we encourage people to learn from each other, rather than sitting passively watching powerpoint slides?”</p>
<p>And we wanted the conference to be open and accessible to as many interested people as possible including young researchers.</p>
<p>At the same time we realised that formal paper submissions were important in gaining support from universities for travel and attendance at the conference. We also acknowledged that journal publications remain important for career development for many researchers.</p>
<p>So we tried to balance all these things. We issued a call for formal paper proposals but at the same time encouraged submissions in other formats – workshops, bring-a laptop demos, and pecha keucha sessions. And when we were designing the programme we tried to build in unconferencing sessions as well as more traditional formats. We also said that even if you submit a formal paper, you can still use less traditional ways of delivering that paper. We tried to support people in working together in collaborative sessions. We also invented the unkeynotes where keynote speakers were challenged themselves to find new and collaborative ways of engaging with the audience.</p>
<p>Even small things can make a difference. Rather than provide the usual uniform conference badges we asked participants to make their own, to reflect their PLEs.</p>
<p>It seems to have worked. The PLE conference is not the biggest educational technology event, neither would we want it to be. But feedback constantly refers to the warmth of the atmosphere, the mutual support and the intensity of the learning experience.</p>
<p>2012 sees the third PLE conference, building on the previous events in Barcelona and Southampton. And yet again this year we want to push out the boundaries – to do something new. So this year conference takes place not in one venue but in two. And although the venues are interlinked by people and personal networks they are geographically a long distance apart. The conference will take place in Aveiro in Portugal and in Melbourne in Australia on 11 – 13 July 2012. Both events share a common organising committee and call for proposals. Both events will share common electronic spaces and spaces for networking. And we are hoping that despite the time differences we will be able to share some of the sessions through the use of technology.</p>
<p>One conference – two venues – PLE2012 is going to be a lot of fun.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/12/ple-conference-2012-call-for-papers-launched/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Training and learning</title>
		<link>http://www.pontydysgu.org/2011/12/training-and-learning/</link>
		<comments>http://www.pontydysgu.org/2011/12/training-and-learning/#comments</comments>
		<pubDate>Wed, 21 Dec 2011 19:24:21 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[Competence Development]]></category>
		<category><![CDATA[Informal learning]]></category>
		<category><![CDATA[learning]]></category>
		<category><![CDATA[Lifelong learning]]></category>
		<category><![CDATA[Mature]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7626</guid>
		<description><![CDATA[This time of the year things are supposed to be quiet. Christmas parties and that kind of stuff. However at Pontydysgu its not like that this year &#8211; though a dare say we may stop for the odd mince pie and glass of mulled wine in the next few days. We have been completing project reports and writing new proposals. And I have been traveling for the last five weeks. So there is plenty to update on this blog. The week before last I was in [...]]]></description>
			<content:encoded><![CDATA[<p>This time of the year things are supposed to be quiet. Christmas parties and that kind of stuff. However at Pontydysgu its not like that this year &#8211; though a dare say we may stop for the odd mince pie and glass of mulled wine in the next few days.</p>
<p>We have been completing project reports and writing new proposals. And I have been traveling for the last five weeks. So there is plenty to update on this blog.</p>
<p>The week before last I was in Bucharest for the final conference of the PREZENT! project &#8211; aiming to increase participation in continuing training for those at risk in the labour market. The project has taken a series of actions over providing access information, and awareness about opportunities for continuing and lifelong learning in Romania.</p>
<p>And it turned out to be a very inter sting event. The conference organisers had produced a draft strategy on training in Romania and used the event for consultation prior to submitting the strategy to the education ministry. Although I was struggling to follow the debate (my Romanian being non existent) the strategy certainly seemed to have sparked off a considerable discussion.</p>
<p>Yet many of the issues were hardly new, or indeed unique to Romania. Delegates were concerned about business models and how training should be financed. Indeed, there seemed to be much support for the idea of a training levy on enterprises. Delegates were concerned about the quality and regulation of training. And delegates were concerned about professional development for training and particularly over the use of technology for training.</p>
<p>Personally I felt they were over optimistic about the potential impact of legislative change or even at getting legislation right. However this might reflect different cultures and certainly in the past there has been some evidence that Romanian governments have taken more interest in training than the UK (although that is not difficult!).</p>
<p>My contribution to the conference was mostly based on the use of technology to support informal learning. And although everyone was very polite and said how much they had enjoyed the presentation I am not sure they got it. Learning remains inextricably bound to formal training programmes usually linked to classroom or workshop delivery. Whilst there might be acknowledgement of the importance of informal learning it goes no further than that.</p>
<p>Possibly it is because trainers see no role for themselves in informal learning. however I have long held that informal learning does not happen by accident. Informal learning depends on rich learning environments be they in school or in the workplace. And informal learning depends on the ability to use that learning in work or in everyday life. For many their job does not provide either that richness in activities or in learning environment. For many the workplace is just a source of drudgery. And this could be the vital role trainers could take &#8211; in designing and developing rich learning environments. But I think for that we would require new ways of recognising learning based on learning processes rather than merely accrediting outcomes. And whilst education and training remains dominated by a discourse around competences that doesn&#8217;t seem likely to happen.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/12/training-and-learning/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>No shock &#8211; teaching in computing inadequate</title>
		<link>http://www.pontydysgu.org/2011/12/no-shock-teaching-in-computing-inadequate/</link>
		<comments>http://www.pontydysgu.org/2011/12/no-shock-teaching-in-computing-inadequate/#comments</comments>
		<pubDate>Wed, 14 Dec 2011 11:52:31 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[technologies]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7621</guid>
		<description><![CDATA[No real surprises in this report from the UK schools inspectorate, OFSTED, as reported by the Guardian newspaper. The Guardian says: &#8220;Schools are jeopardising the career prospects of thousands of teenagers by failing to offer compulsory classes in computing, a damning report by inspectors shows. A three-year study by Ofsted found that in almost a fifth of secondary schools, up to half of 14- to 16-year-olds are not taught computing – [...]]]></description>
			<content:encoded><![CDATA[<p>No real surprises in this report from the UK schools inspectorate, OFSTED, as reported by the Guardian newspaper.</p>
<p>The Guardian says: &#8220;<a href="http://www.guardian.co.uk/education/schools">Schools</a> are jeopardising the career prospects of thousands of teenagers by failing to offer compulsory classes in <a href="http://www.guardian.co.uk/technology/computing">computing</a>, a damning report by inspectors shows.</p>
<p><a href="http://www.ofsted.gov.uk/resources/surveys">A three-year study by Ofsted</a> found that in almost a fifth of <a href="http://www.guardian.co.uk/education/secondary-schools">secondary schools</a>, up to half of 14- to 16-year-olds are not taught computing – known as Information and Communication Technology (ICT).</p>
<p>The subject is compulsory for children aged five to 16 and is seen as crucial to rebuilding of the economy.</p>
<p>Inspectors denounced the quality of teaching in the subject as inadequate in more than a quarter of secondary schools.</p>
<p>Too many ICT teachers have limited knowledge of key skills, such as computer programming, they said.</p>
<p>High-flying students are often not stretched and their interests in the subject are ignored, while many pupils spend computing lessons repeating tasks asked of them a year ago.&#8221;</p>
<p>I think the problem goes back years to the days of the European Computer Driving Licence (ECDL). The ECDL focused on the ability to use a standard PC, and despite valiant attemts to produce an open source version, the ability to use standard Microsoft applications. This has little to do with ICT or technology and nothing to do with programming. The ECDL was highly sucessful and permeated school practice, where students were taught how to make powerpoint presentations, use a spreadsheet etc.</p>
<p>However the criticisms of this approach and the weaknesses of teaching ICT are not new. What is interesting is that the issue has now come to the fore. I am not quite sure why, but it is very encouraging to see such a debate.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/12/no-shock-teaching-in-computing-inadequate/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Same words &#8211; different meanings</title>
		<link>http://www.pontydysgu.org/2011/12/same-words-different-meanings/</link>
		<comments>http://www.pontydysgu.org/2011/12/same-words-different-meanings/#comments</comments>
		<pubDate>Sun, 11 Dec 2011 20:19:50 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[Disciplinary differences]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[technologies]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7607</guid>
		<description><![CDATA[Here is a fun article from the WalesOnline, reporting on the publication of a new book looking at mistranslations between English and Welsh. Examples include "the badly translated shop sign which reads “wines and ghosts” in Welsh and "the baffling bilingual road sign that warns Welsh- speaking motorists to beware of “exploding workers”. But there is a serious side to this. Firstly, despite recent advances in machine translation there is [...]]]></description>
			<content:encoded><![CDATA[<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Here is a <a href="http://www.walesonline.co.uk/news/need-to-read/2011/12/04/the-funniest-most-bizarre-and-downright-inept-mistranslations-on-wales-highways-released-in-book-91466-29890427/">fun article</a> from the WalesOnline, reporting on the publication of a new book looking at mistranslations between English and Welsh.</p>
<p>Examples include "the badly translated shop sign which reads “wines and ghosts” in Welsh and "the baffling bilingual road sign that warns Welsh- speaking motorists to beware of “exploding workers”.</p>
<p>But there is a serious side to this. Firstly, despite recent advances in machine translation there is still a considerable way to go. And even when machines can translate language literally, it is much more difficult to translate meanings. We are confronted with this constantly in international projects where whilst the lingua franca might be English and we all think we know what we are talking about, the meanings we make of different ideas and concepts may be very different. In most European languages there is a word sounding something like competence. But our understandings of the meanings of that word vary greatly depending on culture. Secondly, in developing Technology Enhanced Learning we continue to struggle to develop common understandings between different disciplines, with educationalist and developers often seemingly talking completely different languages.</p>
<p>Maybe we need bi-lingual roadmaps!</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/12/same-words-different-meanings/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Raindrops on roses</title>
		<link>http://www.pontydysgu.org/2011/11/raindrops-on-roses/</link>
		<comments>http://www.pontydysgu.org/2011/11/raindrops-on-roses/#comments</comments>
		<pubDate>Fri, 04 Nov 2011 14:24:33 +0000</pubDate>
		<dc:creator>Angela Rees</dc:creator>
				<category><![CDATA[Angela Blog]]></category>
		<category><![CDATA[chalkface]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[mashups]]></category>
		<category><![CDATA[practice]]></category>
		<category><![CDATA[teaching]]></category>
		<category><![CDATA[Web2.0]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7491</guid>
		<description><![CDATA[November is Sharing Good Practice Month at the college where I lecture so I thought I'd jump on the Chalkface blog and share two of my favourite things.]]></description>
			<content:encoded><![CDATA[<p>November is Sharing Good Practice Month at the college where I lecture so I thought I&#8217;d jump on the Chalkface blog and share two of my favourite things.</p>
<p>I love<a href="http://www.historypin.com/" target="_blank"> historypin</a>. It&#8217;s a Google Maps mashup where you can upload pictures from the past and compare them to the current street view. You can add video and audio too. There&#8217;s heaps of potential for school projects and it&#8217;s a great tool for digital storytelling. Have a look at the <a href="http://www.historypin.com/tours/view/id/6605832/title/Beatlemania" target="_blank">Beatlemania</a> tour for inspiration!</p>
<p><iframe frameborder="0" height="315" src="http://www.youtube.com/embed/FdT3eKdto4w" width="560"></iframe></p>
<p>Continuing with the maps theme, every maths teacher needs to know about the <a href="http://maps.google.co.uk/maps/ms?ie=UTF8&amp;hl=en&amp;t=h&amp;msa=0&amp;msid=106744469957319968675.0004773c3739faf0d65b8&amp;ll=40.446425,-3.654327&amp;spn=0.250822,0.439453&amp;z=11&amp;source=embed" target="_blank">Maths Maps</a> project.  Again using Google Maps this collaborative resource links maths questions to physical places.  For example, a pin in Real Madrid Football Stadium invites you to zoom in and calculate the area of the pitch. Further more, one map can cover many topics and colour coded pins allow for age or level differentiation. There&#8217;s more information on how to join in with the project on the <a href="http://edte.ch/blog/2009/10/31/maths-maps-a-new-collaborative-project/" target="_blank">edte.ch blog</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/11/raindrops-on-roses/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>#TentCityUniversity</title>
		<link>http://www.pontydysgu.org/2011/10/tentcityuniversity/</link>
		<comments>http://www.pontydysgu.org/2011/10/tentcityuniversity/#comments</comments>
		<pubDate>Tue, 25 Oct 2011 12:29:48 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[edupunks]]></category>
		<category><![CDATA[Multimedia]]></category>
		<category><![CDATA[politics]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Video]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7454</guid>
		<description><![CDATA[
Tent City Uni teach-in outside Bank of England from Jon Cheetham on Vimeo.
The wave of protests against the failure of the world capitalist system and the banking collapse are throwing up all kinds of alternative education events and movements. The  #OccupyLondon protest has set up TentCityUniversity and this video reports on one of their seminars. 
]]></description>
			<content:encoded><![CDATA[<p><iframe frameborder="0" height="225" src="http://player.vimeo.com/video/30987802?title=0&amp;byline=0&amp;portrait=0" width="400"></iframe></p>
<p><a href="http://vimeo.com/30987802">Tent City Uni teach-in outside Bank of England</a> from <a href="http://vimeo.com/bellerosefilms">Jon Cheetham</a> on <a href="http://vimeo.com">Vimeo</a>.</p>
<p>The wave of protests against the failure of the world capitalist system and the banking collapse are throwing up all kinds of alternative education events and movements. The  #OccupyLondon protest has set up <a href="http://tentcityuniversity.wordpress.com/">TentCityUniversity</a> and this video reports on one of their seminars. </p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/10/tentcityuniversity/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>The Elephant in the Classroom</title>
		<link>http://www.pontydysgu.org/2011/10/the-elephant-in-the-classroom/</link>
		<comments>http://www.pontydysgu.org/2011/10/the-elephant-in-the-classroom/#comments</comments>
		<pubDate>Mon, 03 Oct 2011 14:54:10 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[Multimedia]]></category>
		<category><![CDATA[online learning]]></category>
		<category><![CDATA[OnlineLearning]]></category>
		<category><![CDATA[Pedagogy]]></category>
		<category><![CDATA[teaching and learning]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7310</guid>
		<description><![CDATA[Revealing the elephant in the online classroom View more presentations from jondron I am not sure that I agree with Jon Dron&#8217;s idea of  &#8216;soft&#8217; and &#8216;hard&#8217; technologies. But there are many ideas worth thinking about in this presentation. Terry Anderson comments &#8220;We had a bit of discussion if holist isn’t just a term for appropriate use of all three pedagogical generations, which we argue for in the [...]]]></description>
			<content:encoded><![CDATA[<div style="width:425px" id="__ss_8255240"> <strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/jondron/revealing-the-elephant-in-the-online-classroom" title="Revealing the elephant in the online classroom" target="_blank">Revealing the elephant in the online classroom</a></strong> <iframe src="http://www.slideshare.net/slideshow/embed_code/8255240" width="425" height="355" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>
<div style="padding:5px 0 12px"> View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/jondron" target="_blank">jondron</a> </div>
</p></div>
<p>I am not sure that I agree with Jon Dron&#8217;s idea of  &#8216;soft&#8217; and &#8216;hard&#8217; technologies. But there are many ideas worth thinking about in this presentation. <a href="http://terrya.edublogs.org/2011/06/09/three-generations-of-pedagogy-and-elephants-in-the-room/">Terry Anderson comments</a> &#8220;We had a bit of discussion if holist isn’t just a term for appropriate  use of all three pedagogical generations, which we argue for in the  paper, thus making the need for a fourth term redundant - just as modern  distance education uses multiple generations of communications  technologies (print, video, web etc.)&#8221;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/10/the-elephant-in-the-classroom/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Where is European educational research heading?</title>
		<link>http://www.pontydysgu.org/2011/09/where-is-european-educational-research-heading/</link>
		<comments>http://www.pontydysgu.org/2011/09/where-is-european-educational-research-heading/#comments</comments>
		<pubDate>Sun, 25 Sep 2011 11:31:38 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[Academic researchers]]></category>
		<category><![CDATA[Collaboration]]></category>
		<category><![CDATA[Competence Development]]></category>
		<category><![CDATA[ECER 2011]]></category>
		<category><![CDATA[policy]]></category>
		<category><![CDATA[politics]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7294</guid>
		<description><![CDATA[My promised post on the European Conference on Education Research, held earlier this month at the Freie Universitat, Berlin. The conference attracted some 2200 delegates with hundreds of presentations spanning the different networks which comprise the European Educational Research association. the Pontydysgu team were supporting ECER in amplifying the conference through the use of different social media and through producing a series of video [...]]]></description>
			<content:encoded><![CDATA[<p>My promised post on the <a href="http://www.eera-ecer.eu">European Conference on Education Research</a>, held earlier this month at the Freie Universitat, Berlin.</p>
<p>The conference attracted some 2200 delegates with hundreds of presentations spanning the different networks which comprise the European Educational Research association. the Pontydysgu team were supporting ECER in amplifying the conference through the use of different social media and through producing a series of video interviews with network conveners. On the one hand this meant my attendance at conference sessions was very limited, on the other hand the interviews with eleven different network conveners gave us perhaps a unique overview of where European educational research is heading.</p>
<p>A number of common themes emerged.</p>
<p>First was that the networks themselves seem to be evolving into quite strong communities of practice, embracing not just conference attendees but with extended networks sometimes involving hundreds of members. And although some networks are stronger n one or another country, these networks tend to suggest a European community is emerging within educational research. Indeed, this may be seen as the major outcome of European funding and programmes for education. A number of network conveners suggested that the search to develop common meaning between different educational and cultural traditions was itself a driving force in developing innovation and new ideas.</p>
<p>Secondly, many of the networks were particularly focused on the development of research methodologies. One of the main issues here appeared to be the development of cross domain research and how such research could be nurtured and sustained. This also applied to those considering submitting proposals to future conferences (next year&#8217;s conference is in Seville) with many of the conveners emphasizing they were keen to encourage submissions from researchers from different areas and domains and emphasizing the importance of describing both the research methodology and the outcomes of the research in abstract submissions.</p>
<p>There was also an awareness of the need to bring research and practice closer together, with a seeming move towards more practitioner researchers in education.</p>
<p>The question of the relation between research and po9licy was more complex. Despite a formal commitment by many educational authorities to research driven policy, some network conveners felt the reverse was true in reality, especially given the financial crisis, with researchers being forced to &#8216;follow the money&#8217; and thus tailor their research to follow policy agendas. This was compromising the independence of research institutions and practice.</p>
<p>I asked each of the interviewees to briefly outline what they considered were the major trends in educational research. A surprising number pointed to a contradictory development. On the one hand policy makers are increasingly obsessed by targets and by quantitative outcomes, be it numbers of students, qualification levels or cost per student. The Pisa exercise is one example of such a development.Whilst no-one was opposed to collecting such data, there was a general scepticism of its value, on its own, in developing education policy. Such policies were also seen as part of a trend towards centralising education policy making</p>
<p>On the other hand, network conveners pointed to a growing bottom up backlash against this reductionist approach with researchers, parents and students concerned that educatio0n is not merely a economic function and that quality cannot be measured by targets and number crunching alone. This movement is being expressed in different ways with small scale local movements looking at alternative forms of learning, a movement also facilitated by the use of new technologies for teaching and learning.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/09/where-is-european-educational-research-heading/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Open Badges, assessment and Open Education</title>
		<link>http://www.pontydysgu.org/2011/08/open-badges-assessment-and-and-open-education/</link>
		<comments>http://www.pontydysgu.org/2011/08/open-badges-assessment-and-and-open-education/#comments</comments>
		<pubDate>Thu, 25 Aug 2011 14:34:17 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[Assessment]]></category>
		<category><![CDATA[Communities of Practice]]></category>
		<category><![CDATA[Competence Development]]></category>
		<category><![CDATA[e-learning 2.0]]></category>
		<category><![CDATA[Informal learning]]></category>
		<category><![CDATA[learning 2.0]]></category>
		<category><![CDATA[Lifelong learning]]></category>
		<category><![CDATA[Open Learning]]></category>
		<category><![CDATA[Pedagogy]]></category>
		<category><![CDATA[PLEs]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Vygotsky]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7080</guid>
		<description><![CDATA[I have spent some time this morning thinking about the Mozilla Open Badges and assessment project, spurred on by the study group set up by Doug Belshaw to think about the potential of the scheme. And the more I think about it, the more I am convinced of its potential as perhaps one of the most significant developments in the move towards Open Education. First though a brief recap for those of you who have not already heard about the project. The [...]]]></description>
			<content:encoded><![CDATA[<p>I have spent some time this morning thinking about the <a href="https://wiki.mozilla.org/Badges">Mozilla Open Badges and assessment projec</a>t, spurred on by the <a href="http://p2pu.org/en/groups/open-badges-and-assessment/">study group </a>set up by Doug Belshaw to think about the potential of the scheme. And the more I think about it, the more I am convinced of its potential as perhaps one of the most significant developments in the move towards Open Education. First though a brief recap for those of you who have not already heard about the project.</p>
<p>The Open Badges framework, say the project developers, is designed to  allow any learner to collect  badges from multiple sites, tied to a  single identity, and then share  them out across various sites &#8212; from  their personal blog or web site to  social networking profiles. The  infrastructure needs to be open to  allow anyone to issue badges, and  for each learner to carry the badges  with them across the web and other  contexts.</p>
<p>Now some of the issues. I am still concerned of attempts to establish taxonomies, be it those of hierarchy in terms of award structures or those of different forms of ability / competence / skill (pick your own terminology). Such undertakings have bedeviled attempts to introduce new forms of recognition and I worry that those coming more from the educational technology world may not realise the pitfalls of taxonomies and levels.</p>
<p>Secondly is the issue of credibility. There is a two fold danger here. One is that the badges will only be adopted for achievements in areas / subjects / domains presently outside &#8216;official&#8217; accreditation schemes and thus will be marginalised. There is also a danger that in the desire to gain recognition, badges will be effectively benchmarked against present accreditation programmes (e.g. university modules / degrees) and thus become subject to all the existing restrictions of such accreditation.</p>
<p>And thirdly, as the project roils towards a full release, there may be pressures for restricting badge issuers to existing accreditation bodies, and concentrating on the technological infrastructure, rather than rethinking practices in assessment.</p>
<p>Lets look at some of the characteristics of any assessment system:</p>
<div>
<div>
<div>
<ul>
<li>Reliability</li>
</ul>
</div>
</div>
<div>
<div>
<div>
<p>Reliability is a measure of consistency. A robust assessment system should be reliable, that is, it should yield the same results irrespective of who is conducting it or the environmental conditions under which it is taking place. Intra-tester reliability simply means that if the same assessor is looking at your work his or her judgement should be consistent and not influenced by, for example, another assessment they might have undertaken! Inter-tester reliability means that if two different assessors were given exactly the same evidence and so on, their conclusions should also be the same. Extra-tester reliability means that the assessors conclusions should not be influenced by extraneous circumstances, which should have no bearing on the evidence.</p>
<ul>
<li>Validity</li>
</ul>
<p>Validity is a measure of ‘appropriateness’ or ‘fitness for purpose’. There are three sorts of validity. Face validity implies a match between what is being evaluated or tested and how that is being done. For example, if you are evaluating how well someone can bake a cake or drive a car, then you would probably want them to actually do it rather than write an essay about it! Content validity means that what you are testing is actually relevant, meaningful and appropriate and there is a match between what the learner is setting out to do and what is being assessed. If an assessment system has predictive validity it means that the results are still likely to hold true even under conditions that are different from the test conditions. For example, performance evaluation of airline pilots who are trained to cope with emergency situations on a simulator must be very high on predictive validity.</p>
</div>
</div>
</div>
<div>
<div>
<ul>
<li>Replicability</li>
</ul>
<p>Ideally an assessment should be carried out and documented in a way which is transparent and which allows the assessment to be replicated by others to achieve the same outcomes. Some ‘subjectivist’ approaches to evaluation would disagree, however.</p>
<ul>
<li>Transferability</li>
</ul>
<p>Although each assessment is looking at a particular set of outcomes, a good assessment system is one that could be adapted for similar outcomes or could be extended easily to new learning.  Transferability is about the shelf-life of the assessment and also about maximising its usefulness.</p>
<ul>
<li>Credibility</li>
</ul>
<p>People actually have to believe in the assessment! It needs to be authentic, honest, transparent and ethical. If people question the rigour of the assessment process, doubt the results or challenge the validity of the conclusions, the assessment loses credibility and is not worth doing.</p>
<ul>
<li>Practicality</li>
</ul>
<p>This means simply that however sophisticated and technically sound the assessment is, if it takes too much of people’s time or costs too much or is cumbersome to use or the products are inappropriate then it is not a good evaluation!</p>
<p>Pretty obviously there is going to be a trade off between different factors. It is possible to design extremely sophisticated assessments which have a high degree of validity. However, such assessment may be extremely time consuming and thus not practical. The introduction of multiple tests through e-learning platforms is cheap and easy to produce. However they often lack face validity, especially for vocational skills and work based learning.</p>
<p>Lets try to make this discussion more concrete by focusing on one of the Learning Badges <a href="http://badges.p2pu.org/questions/131/openstreetmapper-badge-challenge">pilot assessments</a> at the School of Webcraft.</p>
<blockquote><p><a href="http://badges.p2pu.org/questions/131/openstreetmapper-badge-challenge">OpenStreetMapper Badge Challenge</a></p>
<p><a id="post-131-upvote" title="I like this post (click again to cancel)" rel="nofollow" href="http://badges.p2pu.org/vote/131/up/"> </a></p>
<p><strong>Description:</strong> The  OpenStreetMapper badge recognizes the ability of the user to edit  OpenStreetMap wherever satellite imagery is available in Potlatch 2.</p>
<p><strong>Assessment Type</strong>: PEER &#8211; any peer can review the work and vote. The badge will be issued with 3 YES votes.</p>
<p><strong>Assessment Details</strong>:</p>
<p><a href="http://openstreetmap.org/">OpenStreetMap.org</a> is  essentially a Wikipedia site for maps.  OpenStreetMap benefits from  real-time collaboration from thousands of global volunteers, and it is  easy to join.  Satellite images are available in most parts of the  world.</p>
<p>P2PU has a basic overview of what OpenStreetMap is, and how to make  edits in Potlatch 2 (Flash required).  This isn&#8217;t the default editor, so  please read &#8220;<a href="http://p2pu.org/webcraft/node/12927/document/25321">An OpenStretMap How-To</a>&#8220;:</p>
<p>Your core tasks are:</p>
<ol>
<li>Register with OpenStreetMap and create a username.  On your user page, <a href="https://www.openstreetmap.org/user/mp/account">accessible at this link</a> , change your editor to Potlatch 2.</li>
<li>On <a href="http://openstreetmap.org/">OpenStreetMap.org</a>,  search and find a place near you.  Find an area where a restaurant,  school, or gas station is unmapped, or could use more information.   Click &#8216;Edit&#8217; on the top of the map.  You can click one of the icons,  drag it onto the map, and release to make it stick.</li>
<li>To create a new road, park, or other 2D shape, simply click to add  points. Click other points on the map where there are intersections.   Use the Escape to finish editing.</li>
<li>To verify your work, go to edit your point of interest, click  Advanced at the bottom of the editor to add custom tags to this point,  and add the tag &#8216;p2pu&#8217;.  Make its value be your <strong>P2PU username</strong> so we can connect the account posting on this page to the one posting on OpenStreetMap.</li>
<li>Submit a link to your OpenStreetMap edit history.  Fill in the blank in the following link with your OpenStreetMap username <a href="http://www.openstreetmap.org/user/____/edits">http://www.openstreetmap.org/user/____/edits</a></li>
</ol>
<p>You can also apply for the Humanitarian Mapper badge: <a href="http://badges.p2pu.org/questions/132/humanitarian-mapper-badge-challenge">http://badges.p2pu.org/questions/132/humanitarian-mapper-badge-challenge</a></p>
<p><strong>Assessment Rubric</strong>:</p>
<ol>
<li>Created OpenStreetMap username</li>
<li>Performed point-of-interest edit</li>
<li>Edited a road, park, or other way</li>
<li>Added the tag p2pu and the value [username] to the point-of-interest edit</li>
<li>Submitted link to OpenStreetMap edit history or user page to show what edits were made</li>
</ol>
<p>NOTE for those assessing the submitted work. Please compare the work  to the rubric above and vote YES if the submitted work meets the  requirements (and leave a comment to justify your vote) or NO if the  submitted work does not meet the rubric requirements (and leave a  comment of constructive feedback on how to improve the work)</p>
<p>CC-BY-SA JavaScript Basic Badge used as template5.</p></blockquote>
<p>Pretty clearly this assessment scores well on validity and also looks to be reliable. The template could easily be transferred as indeed it has in the pilot. It is also very practical. However, much of this is due to the nature of the subject being assessed &#8211; it is much easier to use computers for assessing practical tasks which involve the use of computers than it is for tasks which do not!</p>
<p>This leaves the issue of credibility. I have to admit  know nothing about the School of Webcraft, neither do I know who were the assessors for this pilot. But it would seem that instead of relying on external bodies in the form of examination boards and assessment agencies to provide credibility (deserved for otherwise), if the assessment process is integrated within communities of practice &#8211; and indeed assessment tasks such as the one given above could become a shared artefact of that community &#8211; then then the Badge could gain credibility. And this seems a much better way of buidli9ng credibility than trying to negotiate complicated arrangements that n number of badges at n level would be recognized as a degree or other &#8216;traditional&#8217; qualification equivalent.</p>
<p>But lets return to some of the general issues around assessment again.</p>
<p>So far most of the discussions about the Badges project seem to be focused on summative assessment. But there is considerable research evidence that formative assessment is critical for learning. Formative assessment can be seen as</p>
<blockquote><p>&#8220;all those activities undertaken by teachers, and by their students in assessing themselves, which provide information to be used as feedback to modify the teaching and learning activities in which they are engaged. Such assessment becomes ‘formative assessment’ when the evidence is actually used to adapt the teaching work to meet the needs.&#8221;</p></blockquote>
<p><a href="http://weaeducation.typepad.co.uk/files/blackbox-1.pdf">Black and Williams (1998)</a></p>
<p>And that is there the Badges project could come of age. One of the major problems with Personal Learning Environments is the difficulties learners have in scaffolding their own learning. The development of formative assessment to provide (on-line) feedback to learners could help them develop their personal learning plans and facilitate or mediate community involvement in that learning.Furthermore a series of tasks based assessments could guide learners through what Vygotsky called the Zone of Proximal Development (and incidentally in Vygotsky&#8217;s terms assessors would act as Significantly Knowledgeable Others).</p>
<p>In these terms the badges project has the potential not only to support learning taking place outside the classroom but to build a significant infrastructure or ecology to support learning that takes place anywhere, regardless of enrollment on traditional (face to face or distance) educational programmes.</p>
<p>In a second article in the next few days I will provide an example of how this could work.</p>
</div>
</div>
</div>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/08/open-badges-assessment-and-and-open-education/feed/</wfw:commentRss>
		<slash:comments>4</slash:comments>
		</item>
		<item>
		<title>UK parody of apprenticeship not a way forward</title>
		<link>http://www.pontydysgu.org/2011/08/uk-parody-of-apprenticeship-not-a-way-forward/</link>
		<comments>http://www.pontydysgu.org/2011/08/uk-parody-of-apprenticeship-not-a-way-forward/#comments</comments>
		<pubDate>Mon, 15 Aug 2011 16:55:00 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[Pedagogy]]></category>
		<category><![CDATA[politics]]></category>
		<category><![CDATA[POLITICS project]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/?p=7037</guid>
		<description><![CDATA[Having spent much time in Germany working as a researcher around vocational educatio0n and training I am a big fan of apprenticeships. True, the German dual system of apprenticeships has its weaknesses, but in general if offers a respected and high quality training to over half the age cohort. As Wikipedia explains,  there are some 342 recognized trades (Ausbildungsberufe) where an apprenticeship can be completed. They include for example [...]]]></description>
			<content:encoded><![CDATA[<p>Having spent much time in Germany working as a researcher around vocational educatio0n and training I am a big fan of apprenticeships. True, the German dual system of apprenticeships has its weaknesses, but in general if offers a respected and high quality training to over half the age cohort. As Wikipedia explains,  there are some 342 recognized trades (<em>Ausbildungsberufe</em>) where an apprenticeship can be completed. They include for example doctor&#8217;s <a title="Physician assistant" href="https://secure.wikimedia.org/wikipedia/en/wiki/Physician_assistant">assistant</a>, banker, dispensing <a title="Optician" href="https://secure.wikimedia.org/wikipedia/en/wiki/Optician">optician</a>, plumber or oven builder.<sup> </sup>The dual system means that apprentices spend about 50-70% of their time  in companies and the rest in formal education. Depending on the  profession, they may work for three to four days a week in the company  and then spend one or two days at a <a title="Vocational school" href="https://secure.wikimedia.org/wikipedia/en/wiki/Vocational_school">vocational school</a> (<em>Berufsschule</em>).  This is usually the case for trade and craftspeople. For other  professions, usually which require more theoretical learning, the  working and school times take place blockwise e.g. in a 12–18 weeks  interval.</p>
<p>I have also long bemoaned the poor apprenticeship system in the UK, which was largely abolished with the demise of the Training Boards in the 1970s. Many young people are forced into inappropriate university courses which provide poor training for their career and result in large personal debts. So in theory I should be happy with today&#8217;s House of Commons library research, as reported in the <a href="http://www.guardian.co.uk/education/2011/aug/14/increase-in-apprentices-over-25">Guardian newspape</a>r, which shows that the coalition exceeded its target of creating 203,200 apprenticeships  for people over 19 in the 2010-11 financial year, creating 257,000 new  apprentices. And I am sure that the headline will be seized on by apprenticeship advocates in Germany and other parts of the world as welcome news that the UK has indeed at last re-established a reputable apprenticeship training system.</p>
<p>Sadly this is not so. The research shows that the biggest increases in apprenticeships are in health and social care and retail; indeed one  of the most dramatic increases was in the &#8220;cleaning and support service  industry&#8221;, where 1,930 apprentices were created in the academic year  2010-11, compared with 360 in the previous academic year. In other words the majority of the apprenticeships have been created in low skills service industries.</p>
<p>One of the major problems for comparative researchers is how apprenticeship is defined in the UK. Apprentices are defined as paid employees who gain practical skills in the workplace as well as receiving training outside work. In other words any programme which provides external training for employees as well as some form of practical skills training can be counted as an apprentice and therefore employers are able to draw down subsidies for the training. This goes some way towards explaining why the largest increases were for &#8216;apprentices&#8217; aged over 25 where numbers nearly quadrupled, from 36,300 to 121,100. And perhaps the most telling figure is in the average length of the so called apprenticeships. In Germany most apprenticeships take three years to complete. But in the UK, apprenticeships lasting longer than a year rose by under 2% while those  lasting less than a year increased by over 30% on 2009-10.Overall, the  proportion of apprenticeships lasting longer than a year dropped from  47% to 41%. Indeed many appear to have been shorter than 12 weeks!</p>
<p>Whilst any increase in work based training is welcome, the new programmes being introduced in the UK are a parody of the idea of apprenticeship. And sadly the credibility of apprenticeship training as a whole is likely to be reduced, both in the eyes of young people and from the viewpoint of employers.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/08/uk-parody-of-apprenticeship-not-a-way-forward/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>The perverse effects of government policies</title>
		<link>http://www.pontydysgu.org/2011/07/the-perverse-effects-of-governement-policies/</link>
		<comments>http://www.pontydysgu.org/2011/07/the-perverse-effects-of-governement-policies/#comments</comments>
		<pubDate>Sun, 31 Jul 2011 15:39:23 +0000</pubDate>
		<dc:creator>Graham Attwell</dc:creator>
				<category><![CDATA[politics]]></category>
		<category><![CDATA[teaching and learning]]></category>
		<category><![CDATA[Wales Wide Web]]></category>

		<guid isPermaLink="false">http://www.pontydysgu.org/2011/07/the-perverse-effects-of-governement-policies/</guid>
		<description><![CDATA[Policy initiatives often have perverse effects. Of course it is perfectly easy to argue the English government&#8217;s entire policy on education is perverse. But the latest announcements that some English universities may choose to offer bursaries to high achieving school students show just how policies can go wrong. the government has been encouraging universities to provide support for students as part of a commitment to widening access. But [...]]]></description>
			<content:encoded><![CDATA[<div>Policy initiatives often have perverse effects. Of course it is perfectly easy to argue the English government&#8217;s entire policy on education is perverse.<br />
But the latest announcements that some English universities may choose to offer bursaries to high achieving school students show just how policies can go wrong. the government has been encouraging universities to provide support for students as part of a commitment to widening access. But given the veracity of research showing that those form higher socio economic backgrounds have higher achievement levels in schools, the impact is going to be to reduce access to students from working class backgrounds and acerbate socio economic divides rather than widen access.<br />
The government is also promoting STEM subjects, Science, Technology, Engineering and Maths. However in the present cash strapped situation, following government finding changes, universities may well choose to reduce provision in subjects such as science which require expensive resources and instead promote courses such as management studies which are relatively cheap to offer.<br />
Of course the article is right in stating it will be very difficult to recover loans from students in other European countries. Personally I doubt their will be a flood of incoming students. Firstly the reputation of English universities is falling fast. And secondly most European countries offer free or low fee courses. But even the previous fees regime was seen by most students as unjust and as such the avoidance of fee repayments is seen as socially justified and acceptable.</div>
<table style="margin: 12px 0px; font-family: arial; color: #333333; background: none repeat scroll 0% 0% #ffffff; border: 4px solid #e5e5e5; width: 100%; clear: left;" cellspacing="0" cellpadding="0" width="100%">
<tbody>
<tr>
<td valign="top">
<table class="CM_CTB_Content_Wrap" style="margin: 0px; padding: 0px; background-color: #ffffff;" cellspacing="0" cellpadding="0" width="100%">
<tbody>
<tr>
<td valign="top">
<table style="border-bottom: 1px solid #dcdcdc; white-space: nowrap; margin-bottom: 8px; background-color: #eeeeee; background-image: url(http://clipmarks.com/images/source-bg.gif); background-repeat: repeat-x; height: 24px; line-height: 24px; vertical-align: middle; padding-bottom: 4px; color: #666666; font-size: 10px;" cellspacing="0" cellpadding="0" width="100%">
<tbody>
<tr>
<td valign="top"><a title="clipmarks' clip-to-blog" href="http://clipmarks.com/clip-to-blog/"><img style="vertical-align: middle; margin: 0px 4px; display: inline; border: none; float: none;" src="http://content.clipmarks.com/blog_icon/7e2ce140-dc4f-49cf-9c76-d59397789408/EDBB68F9-ACAD-4536-87FA-D8E9D08631B7/" border="0" alt="" width="19" height="19" /></a>clipped from <a style="font-size: 11px;" title="http://www.guardian.co.uk/education/2011/jul/31/universities-buy-top-students" href="http://www.guardian.co.uk/education/2011/jul/31/universities-buy-top-students">www.guardian.co.uk</a></td>
</tr>
</tbody>
</table>
<table style="text-align: left; padding: 0px 8px; margin: 4px 0px 8px 0px; background: transparent; border: none;" cellspacing="0" cellpadding="0" width="100%">
<tbody>
<tr>
<td valign="top"><!-- CLIPPED FROM: http://www.guardian.co.uk/education/2011/jul/31/universities-buy-top-students -->The prospect of cheaper deals for high achievers was criticised by Gareth Thomas, the shadow universities minister, who said the money should be spent on widening access to students from poorer backgrounds. Nearly a third of students achieving AAB or above are from private <a title="More from guardian.co.uk on Schools" href="http://www.guardian.co.uk/education/schools">schools</a> and 20% of those achieving the highest grades at state sixth forms are in grammar schools.</td>
</tr>
</tbody>
</table>
<table style="text-align: left; padding: 0px 8px; margin: 4px 0px 8px 0px; background: transparent; border: none;" cellspacing="0" cellpadding="0" width="100%">
<tbody>
<tr>
<td valign="top"><!-- CLIPPED FROM: http://www.guardian.co.uk/education/2011/jul/31/universities-buy-top-students -->He also said he expected to record substantial numbers of courses closing, particularly in sciences, as many universities decide they can no longer afford to run expensive, laboratory-based degrees.</td>
</tr>
</tbody>
</table>
<table style="text-align: left; padding: 0px 8px; margin: 4px 0px 8px 0px; background: transparent; border: none;" cellspacing="0" cellpadding="0" width="100%">
<tbody>
<tr>
<td valign="top"><!-- CLIPPED FROM: http://www.guardian.co.uk/education/2011/jul/31/universities-buy-top-students -->He warned that universities could be faced with European Union applicants &#8220;flooding in&#8221;, because it will be virtually impossible to force them to repay their student loans once they return to their home countries.</td>
</tr>
</tbody>
</table>
</td>
</tr>
</tbody>
</table>
<div style="margin: 0px 6px 6px 4px;">
<table style="font-size: 11px; border-spacing: 0px; padding: 0px;" cellspacing="0" cellpadding="0" width="100%">
<tbody>
<tr>
<td style="background: transparent; border-width: 0px; padding: 0px;"></td>
<td style="background: none repeat scroll 0% 0% transparent; border-width: 0px; padding: 0px; width: 107px;" width="107" align="right"><a title="blog or email this clip" href="http://clipmarks.com/share/EDBB68F9-ACAD-4536-87FA-D8E9D08631B7/blog/"><img style="border-width: 0px; padding: 0px; margin: 0px;" src="http://content6.clipmarks.com/images/c2b-foot.png" border="0" alt="blog it" width="107" height="17" /></a></td>
</tr>
</tbody>
</table>
</div>
</td>
</tr>
</tbody>
</table>
]]></content:encoded>
			<wfw:commentRss>http://www.pontydysgu.org/2011/07/the-perverse-effects-of-governement-policies/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>

