tag:blogger.com,1999:blog-76444494540490988902024-03-13T13:02:01.124-07:00Third Mission RankingAttila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.comBlogger40125tag:blogger.com,1999:blog-7644449454049098890.post-47660281962077351542013-03-28T05:44:00.001-07:002013-03-28T05:44:35.742-07:00CHE Ranking under fire<div dir="ltr" style="text-align: left;" trbidi="on">
It seems that the CHE ranking is going through a raff time. As it went through the media - some German journals like DUZ or Times Higher in the UK - reports on the growing scepticism and even boycott the CHE ranking a new discussion about the use of rankings appeared on the HE sky. Which one is good or not so good? Why should a university join or not? What are the alternatives? Of course statements like the president of the university Hamburg saying that they don't need a ranking to know that they are good, is more then provocative. We know that rankings don't provide the ultimate through but are a piece of the HE landscape. It seems that now just after the new U-multirank - as it was announced by the EC in Dublin earlier this year - starts and the EU is eager to develop his own global ranking (based on CHE methodology), it's time to challenge the rankers. OK we can't live with...but also without the rankings. We know that you love it or you hate it dear presidents but you have to live with it. There should be a clear statement for improvements and quality development from the rankers - no question about it. But to react like a child on the playground as some did just recently in Germany is not the way how we improve the rankings. A dialogue would help more both parties then a fight like this. Of course other rankers like Times Higher are perhaps more then happy about the criticism in Germany and see their ranking as a winner at this very moment. I can remember few years ago, when Times Higher had to change part of the methodology because it turned out that they have some bias, which have changed the results a tables questionably. Now is CHE on the list, a year later Shanghai and all the others. But at the end of the day we will by the magazine, read the websites and look to the league tables of rankings...</div>
Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-68007753851750072882012-06-06T09:32:00.001-07:002012-06-06T09:32:13.810-07:00Questionable factors behind traditional university rankings<div dir="ltr" style="text-align: left;" trbidi="on">
A n<a href="http://www.onlinecolleges.net/2012/06/05/12-questionable-factors-behind-traditional-university-rankings/">ew article</a> with the most relevant issues regarding the quality and role of rankings collect the "flowers". We can't live with rankings and we can't live without them....so we have to improve them!!!</div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-77113528780819592572012-05-30T00:41:00.004-07:002012-05-30T00:41:48.272-07:00Green Paper on Third Mission<div dir="ltr" style="text-align: left;" trbidi="on">
The Green Paper is now available on the project <a href="http://e3mproject.eu/docs/Green%20paper-p.pdf">web site </a><br />
<br /></div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-9259019998274105792012-05-30T00:39:00.004-07:002012-05-30T00:39:33.764-07:00Universities and Regional Innovation: From Policy to Practice Building Capacity for Collaborative Partnerships<div dir="ltr" style="text-align: left;" trbidi="on">
<strong><i><span style="color: navy; font-family: 'Arial','sans-serif'; font-size: 13.5pt; line-height: 150%;"></span></i></strong><a href="http://www.eu-drivers.eu/index.php?option=com_content&view=article&id=90">
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<strong><i><span style="color: navy; font-family: 'Arial','sans-serif'; font-size: 13.5pt; line-height: 150%;"></span></i></strong><span style="color: #505050; font-family: 'Arial','sans-serif'; font-size: 10.5pt; line-height: 150%;"><a href="http://www.eu-drivers.eu/index.php?option=com_content&view=article&id=90"><strong><i><span style="color: navy; font-family: 'Arial','sans-serif'; font-size: 13.5pt; line-height: 150%;"></span></i></strong></a></span><span style="color: navy; font-family: 'Arial','sans-serif'; font-size: 14pt; line-height: 150%;"><a href="http://www.eu-drivers.eu/">www.eu-drivers.eu</a></span><span style="color: #505050; font-family: 'Arial','sans-serif'; font-size: 10.5pt; line-height: 150%;"><br /> </span></div>
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<span style="color: navy; font-family: 'Arial','sans-serif'; font-size: 10.5pt; line-height: 150%;">The
positive impact of effective regional innovation on economic growth, employment
and social stability is recognised everywhere. The ability to <strong><span style="font-family: 'Arial','sans-serif';">build capacity for collaborative
partnerships</span></strong> and to exercise <strong><span style="font-family: 'Arial','sans-serif';">strong leadership</span></strong> in
order to bring together a variety of regional stakeholders behind a common
regional strategy is "<em><span style="font-family: 'Arial','sans-serif';">the</span></em>" <strong><span style="font-family: 'Arial','sans-serif';">critical step for regional success.
</span></strong><br /><br />This one-day conference will focus on the <strong><span style="font-family: 'Arial','sans-serif';">challenges</span></strong> involved in
building and sustaining <strong><span style="font-family: 'Arial','sans-serif';">successful cross-sectoral
partnerships</span></strong> between academic, business and public agencies to
support regional innovation. The conference will draw on lessons learned from
the EU-Drivers for a Regional Innovation Platform project.<br /><br />The conference
format will be <strong><span style="font-family: 'Arial','sans-serif';">highly
interactive</span></strong>, with <strong><span style="font-family: 'Arial','sans-serif';">expert international keynote
speakers</span></strong>, panelists and senior representatives from the European
Commission.<br /><br />With practical interactive sessions it will provide
participants the opportunity to try out "on the ground" the lessons learnt from
the EU-Drivers project; each participant will receive a <strong><span style="font-family: 'Arial','sans-serif';">copy of the EU-Drivers
toolkit</span></strong> with good practices to support effective
transformational regional innovation. <br /><br />In our pre-conference reception,
networking breakfast and poster sessions, the conference will provide
<strong><span style="font-family: 'Arial','sans-serif';">ample opportunities for
direct exchange</span></strong> between regional, university and business
leaders as well as access to EU policy-makers.</span><span style="color: #505050; font-family: 'Arial','sans-serif'; font-size: 10.5pt; line-height: 150%;"><br /></span><span style="color: #000066; font-family: 'Arial','sans-serif'; font-size: 10.5pt; line-height: 150%;">For
<strong><span style="font-family: 'Arial','sans-serif';">more
information</span></strong> and <strong><span style="font-family: 'Arial','sans-serif';">online registration</span></strong>,
please </span><span style="color: #505050; font-family: 'Arial','sans-serif'; font-size: 10.5pt; line-height: 150%;"><a href="http://www.eu-drivers.eu/index.php?option=com_content&view=article&id=90"><strong><span style="color: #000066; font-family: 'Arial','sans-serif';">check
here</span></strong></a><a href="http://www.eu-drivers.eu/index.php?option=com_content&view=article&id=90"><span style="color: #000066;">.</span></a></span></div>
</div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-31872652326086473652012-05-25T04:28:00.000-07:002012-05-25T04:28:05.124-07:00Graduates' Strategy<div dir="ltr" style="text-align: left;" trbidi="on">
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“ You are not a volunteer and the university is not a charity. You are paid for hours of work; do not exceed them. Teach well, but do not make teaching the core of your identity.“ and....keep smiling :)</div>
</div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-48243042553611022092012-05-25T04:26:00.004-07:002012-05-25T04:26:56.405-07:00Tussle between university rankings and community engagement by Yojana Sharma<div dir="ltr" style="text-align: left;" trbidi="on">
Universities that want to engage in regional development, community
outreach or even philanthropic support say they first have to overcome
the ‘tyranny’ of international university rankings, which mainly value
research output and give little credit for helping to transform society,
including reducing poverty and inequity.<a href="http://www.universityworldnews.com/article.php?story=20120509151417976#.T7AScN-DrQw.twitter">cont. reading</a></div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-60576448229027496762012-03-07T23:46:00.000-08:002012-03-07T23:46:01.425-08:00The Indispensable University by Traini, Holsworth and Kaine<div dir="ltr" style="text-align: left;" trbidi="on"><div class="content"> <div id="outer_postBodyPS" style="height: auto; overflow: hidden; z-index: 1;"> <div id="postBodyPS" style="overflow: hidden;"> <div><a href="http://www.amazon.com/Indispensable-University-Education-Development-Knowledge/dp/1607090791"><i>The Indispensable University</i></a> describes the innovative transformation of institutions of higher education (HEIs) across the world, in response to the emerging realities of the twenty-first century global knowledge-based economy, as well as describes how HEIs are defining many of today's economic realities on a regional level. HEIs continue to drive economic development through their traditional roles of purchaser, employer, real estate developer, workforce developer and community developer. But these roles now must be executed more strategically and collaboratively. Also, the twenty-first century economy offers universities unique opportunities to generate the intellectual and financial capital that drives emerging knowledge-based industries.<br />
Case studies are drawn from: urban America; rural America; Europe; the Middle East; and emerging countries. Some of the topics covered include the following: the role of university presidents as change leaders; the relationship between higher education institutions and the political leadership of cities, states, and nations; successful models of partnerships between higher education and the private sector; and future challenges and opportunities facing the modern university.</div></div></div><div id="psPlaceHolder" style="display: none; height: 20px;"> <div id="expandPS" style="z-index: 3;"><span class="swSprite s_expandChevron"></span><a class="showMore" href="http://www.blogger.com/post-create.g?blogID=7644449454049098890#">Show More</a> </div></div><div id="collapsePS" style="display: none; padding-top: 3px;"><span class="swSprite s_collapseChevron"></span><a class="showLess" href="http://www.blogger.com/post-create.g?blogID=7644449454049098890#">Show Less</a> </div><noscript></noscript></div></div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-43478705760280353792012-03-01T12:44:00.000-08:002012-03-01T12:44:09.280-08:00U.S. News will collect new information from colleges<div dir="ltr" style="text-align: left;" trbidi="on">According to the blog post, the <a href="http://www.usnews.com/education/blogs/college-rankings-blog/2012/03/01/us-news-to-collect-more-data-from-colleges">magazine </a>will “collect and hope to publish information in three new areas: differential graduation rates based on income and race; data about the affordability of colleges; and information about each college’s connectivity</div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-49524650513922525732012-02-20T07:42:00.000-08:002012-02-20T07:42:06.213-08:00PASCAL Universities for a Modern Renaissance<div dir="ltr" style="text-align: left;" trbidi="on">During the Dublin conference a simular project was discussed on third mission activities. You can get more information on the project <a href="http://pumr.pascalobservatory.org/">here </a>. The approach uses a questioning framework called PUMR UPBEAT to help leaders of Academic Enterprise projects – what the E3M project calls Third Mission.</div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-74946424519611519372012-02-20T06:25:00.000-08:002012-02-20T06:25:05.294-08:00Seminar: Enterprise and The Third Mission: The Transformation of Contemporary Universities<div dir="ltr" style="text-align: left;" trbidi="on">An interesting <a href="http://www.blogger.com/Enterprise%20and%20The%20Third%20Mission:%20The%20Transformation%20of%20Contemporary%20Universities">event</a>, simular to our E3M project event in Dublin two weeks ago.<br />
<a href="http://www.srhe.ac.uk/news/details.asp?id=%86%98%C0%AE%9B%96%80ed%5DgujyUwle%80d%84xa%7D%82%7E%5F%84u%C3%B7%B1%CD%AF%BD%BD%AA%89pf%8F%BB%B9%92%94%BC%A7P%84%AE%9B%BE%B2%D4%C1%CE%97%9F%B9%A1n%C4%B0G%AA%AC%93%CB%99%9D%98%A4%C6%99%A3%B5s%A1%93%B8y%B7%8E%A2K%92%A3%C3%BDq%AD%B5%60%AA%B5%9Cux%B8%C0%B7%9A%94s%93%7B%81%B8%A0%A6%C7%CB%90%B0%9D%C9%7C%8C%A0%88Dh%9D%B6%B3%A4%93%C8%A4%B1%B0%9B%A0sd%BA%9F%BD%A1%C7%99%A9M%AD%86%8A%93q%95Z%97%98%8A%BB%AD%CC%AC%7F%8E%5Dzqhb%88%8AszRtg%8C%87%8D%92%7Dj"></a></div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-75546665415839785182011-12-16T03:00:00.000-08:002011-12-16T03:00:53.659-08:00EAU Report on Ranking and Impact<div dir="ltr" style="text-align: left;" trbidi="on">EUA published a report" global university rankings and their impact"<br />
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<img alt="" height="320" 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" width="248" /><br />
Major findings are:<br />
1. Trends in recent years demonstrate that the number of<br />
global university rankings is likely to keep growing,<br />
although they will become more specialised.<br />
2. Policy makers and society at large often see global<br />
university rankings as tools for university “transparency”,<br />
although it might be difficult to argue the reverse – i.e.<br />
that, were there no rankings, universities would be “nontransparent”.<br />
3. The landscape of existing global university rankings is<br />
diverse covering:<br />
• University rankings whose main purpose is to produce<br />
league tables of top universities only – the Shanghai<br />
Academic Ranking of World Universities (ARWU)<br />
ranking, mainly based on research indicators; the Times<br />
Higher Education (THE) ranking initially in cooperation<br />
with Quacquarelli Symands (THE-QS), since 2010 THE in<br />
cooperation with Thomson Reuters (THE-TR); and using<br />
a different set of indicators; the Russian Reitor ranking,<br />
and others.<br />
• University rankings concerning research performance<br />
only – with or without league tables − the Leiden<br />
Ranking with no composite score, the Taiwan Higher<br />
Education Accreditation Evaluation Council university<br />
ranking (HEEACT) with a league table based on a<br />
composite score, and the EU Assessment of University-<br />
Based Research (AUBR) which is a research assessment<br />
methodology targeted at transparency for various<br />
purposes, rather than a ranking.<br />
• University rankings and classifications using a number<br />
of indicators with no intention of producing composite<br />
scores or league tables – the original German Centre<br />
of Higher Education Development (CHE) university<br />
ranking was designed to help potential students choose<br />
a university according to their requirements, the EU<br />
U-Map classification to allow them to find and compare<br />
universities with similar profiles, and the EU U-Multirank<br />
ranking to compare the performance of universities in<br />
various aspects of their activities.<br />
• OECD is in the initial phases of its Assessment of Higher<br />
Education Learning Outcomes (AHELO), which is<br />
intended to benchmark universities according to the<br />
actual learning outcomes demonstrated by students.<br />
• Rankings of universities only according to their visibility<br />
on the web – Webometrics.<br />
4. Despite their many shortcomings, biases and flaws<br />
‘rankings enjoy a high level of acceptance among<br />
stakeholders and the wider public because of their<br />
simplicity and consumer-type information’ (AUBR<br />
Expert Group 2009). Thus, university rankings are not<br />
going to disappear; indeed, the number of rankings is<br />
expected to increase although they will become more<br />
specialised (Marginson, 2011). <br />
</div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com1tag:blogger.com,1999:blog-7644449454049098890.post-80452338217569995642011-11-11T04:36:00.000-08:002011-11-11T04:38:06.662-08:00Conference ENGAGE 2011: Making an ImpactDear friends this Conference may interest you.. <div><br /></div><div>Ciao<br /><br /></div><div>Lucio </div><div><br /></div><div><a href="https://www.publicengagement.ac.uk/sites/default/files/Engage%202011%20-%20Draft%20programme%2009-11.pdf">https://www.publicengagement.ac.uk/sites/default/files/Engage%202011%20-%20Draft%20programme%2009-11.pdf</a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-29370160105087949552011-11-01T04:35:00.000-07:002011-11-01T04:41:47.876-07:00E3M Conference: UPDATEWe have confirmed the two key note speakers for the E3M Conference: <i>Universities' Third Mission: Indicators and Good Practices</i>. <b>Dr Mike Osborne</b>, Director of CRADALL and Co-director of PASCAL, will provide an overview of the development and issues for Universities Third Mission. The second speech will be given by <b>Professor Jan Sadlak</b>, President of IREG Observatory on educational rankings and measuring methodologies.<div><div><div><br /></div><div><br /></div><div><div><br /></div></div></div></div>Ela Khttp://www.blogger.com/profile/13822650760962090811noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-43771597165474379992011-10-19T04:17:00.000-07:002011-10-19T04:54:38.320-07:00E3M CONFERENCE ANNOUNCEMENT<p class="MsoNormal" align="center" style="text-align: left;"><b></b></p><p class="MsoNormal" align="center" style="text-align: left;"></p><p class="MsoNormal" align="center" style="text-align: left;"><b><b><span ><span lang="EN-IE" style="FONT-WEIGHT: bold; FONT-SIZE: 20pt; COLOR: #da0000; FONT-FAMILY: Calibri">Universities’ Third <st1:city st="on"><st1:place st="on">Mission</st1:place></st1:city>: </span></span></b><b><span ><span lang="EN-IE" style="FONT-WEIGHT: bold; FONT-SIZE: 16pt; COLOR: #da0000; FONT-FAMILY: Calibri">Indicators and Good Practices<o:p></o:p></span></span></b></b></p><p></p><p></p><p class="MsoNormal" align="center" style="text-align: left;"><b><span><span lang="EN-IE" style="FONT-WEIGHT: bold; FONT-SIZE: 12pt; FONT-FAMILY: Calibri">Thursday, 2<sup>nd</sup> and Friday, 3<sup>rd </sup>February 2012</span></span></b></p><p class="MsoNormal" align="center" style="text-align: left;"><b><span><span lang="EN-IE" style="FONT-WEIGHT: bold; FONT-SIZE: 12pt; FONT-FAMILY: Calibri">Venue:</span></span></b><span><span lang="EN-IE" style="FONT-FAMILY: Calibri"> <b><span style="FONT-WEIGHT: bold">Wood Quay Venue, <st1:place st="on"><st1:city st="on">Dublin</st1:city>, <st1:country-region st="on">IRELAND</st1:country-region></st1:place></span></b></span></span></p><p class="MsoNormal" align="center" style="text-align: left;"><span><span lang="EN-IE" style="FONT-FAMILY: Calibri"><b><span style="FONT-WEIGHT: bold"><st1:place st="on"><st1:country-region st="on"></st1:country-region></st1:place></span></b></span></span></p><p class="MsoNormal" style="TEXT-ALIGN: justify"><span><b><span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri">In modern knowledge societies, universities play an increasingly important role in achieving economic growth and social progress. Their traditional missions of teaching and research are being broadened to include Third Mission activities that facilitate their engagement with society and industry. While the teaching and research missions of the university are well understood and frequently measured, its Third Mission is yet to be fully examined, and approaches to its measurement developed. <o:p></o:p></span></span></b></span></p><span><b> </b><b><span style="FONT-WEIGHT: bold"><st1:place st="on"><st1:country-region st="on"><p class="MsoNormal" style="text-align: justify; display: inline !important; "><span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri">The Conference<i><span style="FONT-STYLE: italic"> Universities’ Third Mission: Indicators and Good Practices</span></i>, which will take place on <b><span style="FONT-WEIGHT: bold">Thursday, 2<sup>nd</sup> and Friday, 3<sup>rd</sup> February 2012</span></b> at the <b><span style="FONT-WEIGHT: bold">Wood Quay Venue in Dublin</span></b>, Ireland, will discuss issues related to measuring the Third Mission, and, as final conference of the E3M Research Project, will provide an opportunity to present a set of indicators developed by the project, and to share good practices in attempts to develop a European-wide measurement framework for Third Mission activities.</span></span></p></st1:country-region></st1:place></span></b><b><span style="FONT-WEIGHT: bold"><st1:place st="on"><st1:country-region st="on"><p class="MsoNormal" style="display: inline !important; "><span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri"><o:p> </o:p></span></span></p></st1:country-region></st1:place></span></b></span><p></p><p class="MsoNormal" align="center" style="text-align: left;"><span><span lang="EN-IE" style="FONT-FAMILY: Calibri"><b><span style="FONT-WEIGHT: bold"><st1:place st="on"><st1:country-region st="on"></st1:country-region></st1:place></span></b></span></span></p><p class="MsoNormal" style="text-align: justify; display: inline !important; "><span><b><span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri">The conference, designed as a highly interactive event, is aimed at Higher Education Institutions (HEIs), accreditation and ranking agencies, policy makers, institutions working with universities in the areas of technology transfer and innovation, continuing education and social engagement, international organisations and other colleagues working on projects in similar areas and having interest in the development of Third Mission activities.</span></span></b></span></p><span><b><span style="FONT-WEIGHT: bold"><st1:place st="on"><st1:country-region st="on"><p class="MsoNormal" style="text-align: justify; display: inline !important; "><span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri"><o:p> </o:p></span></span></p></st1:country-region></st1:place></span></b></span><p></p><p class="MsoNormal" align="center" style="text-align: left;"><span class="Apple-style-span" style="font-family: Calibri; "><b><span style="font-weight: bold; "><st1:place st="on"><st1:country-region st="on"></st1:country-region></st1:place></span></b></span></p><p class="MsoNormal" style="text-align: justify; display: inline !important; "><b><span><span lang="EN-IE" style="font-size: 11pt; font-family: Calibri; ">For more information about the conference please go to </span></span></b></p><span class="Apple-style-span" style="font-family: Calibri; "><b><span style="font-weight: bold; "><st1:place st="on"><st1:country-region st="on"><p class="MsoNormal" style="text-align: justify; display: inline !important; "><span><span lang="EN-IE" style="font-size: 11pt; font-family: Calibri; "><a href="http://www.e3mproject.eu/final-conference.html">www.e3mproject.eu/final-conference.html</a>.</span></span></p></st1:country-region></st1:place></span></b></span><span class="Apple-style-span" style="font-family: Calibri; "><b><span style="FONT-WEIGHT: bold"><st1:place st="on"><st1:country-region st="on"><p class="MsoNormal" style="text-align: justify; display: inline !important; "><span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri">If you would like to register please go to the registration website: </span></span><span><span style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri"><a title="blocked::http://www.eventelephant.com/e3m" href="http://www.eventelephant.com/e3m">www.eventelephant.com/e3m</a>.</span></span> <span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri">If you have any questions please do not hesitate to contact Dr Ela Krawczyk at <a title="blocked::mailto:elzbieta.krawczyk@dit.ie" href="mailto:elzbieta.krawczyk@dit.ie">elzbieta.krawczyk@dit.ie</a> or +353 1 402 3749.</span></span></p></st1:country-region></st1:place></span></b></span><p></p><p class="MsoNormal" align="center" style="text-align: left;"><span><span lang="EN-IE" style="FONT-FAMILY: Calibri"><b><span style="FONT-WEIGHT: bold"><st1:place st="on"><st1:country-region st="on"></st1:country-region></st1:place></span></b></span></span></p><p class="MsoNormal" style="text-align: justify; display: inline !important; "><span><b><span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri">We look forward to seeing you on 2<sup>nd</sup> and 3<sup>rd</sup> February 2012 in <st1:place st="on"><st1:city st="on">Dublin</st1:city></st1:place>!</span></span></b></span></p><span><b><span style="FONT-WEIGHT: bold"><st1:place st="on"><st1:country-region st="on"> <p class="MsoNormal" style="TEXT-ALIGN: justify"><span><span lang="EN-IE" style="FONT-SIZE: 11pt; FONT-FAMILY: Calibri"><o:p> </o:p></span></span></p></st1:country-region></st1:place></span></b></span><p></p> <p class="MsoNormal" style="TEXT-ALIGN: center" align="center"><span><span lang="EN-IE" style="FONT-SIZE: 12pt; FONT-FAMILY: Calibri"><o:p> </o:p></span></span></p>Ela Khttp://www.blogger.com/profile/13822650760962090811noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-48101731524440558842011-09-22T04:16:00.000-07:002011-09-22T04:16:41.756-07:00Rankings: Does What Get Counted Get Done? by Ellen Hazelkorn<div dir="ltr" style="text-align: left;" trbidi="on">Read the full article <a href="http://www.bc.edu/content/dam/files/research_sites/cihe/pdf/IHEpdfs/ihe65.pdf">here</a></div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-8048770126058687502011-09-20T05:05:00.000-07:002011-09-20T05:05:49.253-07:00Pre-study on the role of higher education institutions as providers of continuous professional learning and adult education Directorate-General for Education and Culture<div dir="ltr" style="text-align: left;" trbidi="on">Last recomendation in the paper: Enhancing data availability for the future!<br />
It is also noted that currently only some US States (e.g. Florida) employment and educational data is linked at the individual level and longitudinally, so that individual trajectories can be mapped while in education and outside education, to measure the employment and learning outcomes of adult education provision. The feasibility of establishing such an approach in Europe would benefit the research potential in this area.<br />
<a href="http://ec.europa.eu/education/more-information/doc/2011/higher_en.pdf">http://ec.europa.eu/education/more-information/doc/2011/higher_en.pdf</a></div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-3754629165685012872011-09-20T04:56:00.000-07:002011-09-20T04:56:33.107-07:00Modernisation of Higher Education in Europe: Funding and the Social Dimension 2011<div dir="ltr" style="text-align: left;" trbidi="on"><a href="http://eacea.ec.europa.eu/education/eurydice/thematic_studies_en.php">http://eacea.ec.europa.eu/education/eurydice/thematic_studies_en.php</a><br />
Paper from the EU</div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-49000008067499556672011-06-24T00:25:00.000-07:002011-06-24T00:25:20.933-07:00EUA publishes first review of main international university rankings<div dir="ltr" style="text-align: left;" trbidi="on">EUA has published a major new report <a href="http://www.eua.be/pubs/Global_University_Rankings_and_Their_Impact.pdf">“Global University Rankings and their Impact”</a> that analyses the methodologies used in the main international university rankings and also refers to a number of other ongoing projects seeking to measure university performance. </div>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-18303716057905248032011-06-14T03:50:00.000-07:002011-06-14T04:09:37.964-07:00No Data for Measuring Third Mission?In an <a href="http://diepresse.com/home/bildung/universitaet/666224/Uni-Wien_Kluft-zwischen-Ruf-und-Performance?_vl_backlink=/home/bildung/universitaet/index.do">interview with the Austrian daily newspaper "Die Presse"</a>, Phil Baty, editor of <a href="http://www.timeshighereducation.co.uk/world-university-rankings/">THE World University Ranking</a>, said that rankings are <span style="font-style: italic;">not </span>able to reflect on some activities of universities (e.g. "a university's contribution to society") as their is no data available worldwide to measure these activities.<br /><br /><br />***Extract from Interview, Die Presse, 29.05.2011***<br /><p><strong>Die Presse: Kritiker bemängeln, dass Rankings viele der wichtigsten Aspekte von Universitäten nicht erfassen können. </strong></p> <p>Phil Baty: Da stimme ich zu. Für manche der tollsten Dinge, die Universitäten leisten, gibt es keine Daten, die man weltweit vergleichen könnte. Wenn es darum geht, jemandes Zukunftschancen zu verbessern, in einem Studenten eine Idee zu entzünden oder um den Beitrag, den eine Uni für die Gesellschaft leistet. Rankings können das nicht widerspiegeln, aber was sie können, ist andere Dinge zu untersuchen, die für Universitäten, für Gesellschaften und für Studenten im Kern wichtig sind. Die Fähigkeit etwa, einflussreiche Forschung zu betreiben, ist in einer Wissensgesellschaft ausschlaggebend.</p>f.reiskyhttp://www.blogger.com/profile/09746403117718579714noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-83667695380155111332011-04-18T09:04:00.000-07:002011-04-18T09:24:15.299-07:00POLICY SEMINAR: Measuring the university’s Third Mission: Indicators for Technology Transfer and Innovation activities<p class="MsoNormal" style="text-align:justify"><span class="Apple-style-span" ><span lang="EN-IE">As a part of the “E3M: European Indicators and Ranking Methodology for University Third Mission” project, on <b>Friday, 13<sup>th</sup> May 2011</b> Dublin Institute of Technology, one of the project partners, is organising <b>a half-day seminar</b> that aims to explore Technology Transfer and Innovation (TTI) as one of the strands of the University’s Third Mission. A set of TTI indicators identified during the project will be introduced and participants will be asked to discuss them in the broader policy context during group discussions.</span> </span></p> <span lang="EN-IE"><span class="Apple-style-span" ><span class="Apple-style-span" >The seminar is aimed at higher education institutions, policy makers, government agencies, industry representatives, researchers and networks focusing on Technology Transfer and Innovation. </span></span></span><div><span lang="EN-IE"><span class="Apple-style-span" ><span class="Apple-style-span" ><br /></span></span></span></div><div><span lang="EN-IE"><span class="Apple-style-span" ><span class="Apple-style-span" >The event will consist of two parts. The first part will kick off with the introduction of the E3M project by Dr Mike Murphy. Next Dermot Coughlan from the University of Limerick will provide an overview of Technology Transfer as Universities' Third Mission. The first session will finish with the presentation of the Indicators for Measuring Technology Transfer and Innovation, which have been identified in the Delphi process carried out in the E3M project. The </span>second<span class="Apple-style-span" > session will involve group discussions on the indicators presented in the broader context of higher education policy. </span></span></span><div><span lang="EN-IE"><span class="Apple-style-span" ><span class="Apple-style-span" ><br /></span></span></span></div><div><span lang="EN-IE"><span class="Apple-style-span" ><span class="Apple-style-span" >For more information about this event please email Ela Krawczyk at elzbieta.krawczyk@dit.ie.</span></span></span></div></div>Ela Khttp://www.blogger.com/profile/13822650760962090811noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-82017047761441695312010-11-26T02:47:00.000-08:002010-11-26T02:54:08.443-08:00Facing the Rankings - Conference, 20-21 January 2011, Vienna<span style=";font-family:'Arial','sans-serif';color:black;" lang="EN-GB">The interactive conference </span><a href="http://www.education-benchmarking.org/images/stories/EBI_January_2011_Conference_Vienna.pdf"><span style=";font-family:'Arial','sans-serif';color:black;" lang="EN-GB"><i>"<b>Facing the rankings - Using benchmarking tools for strategic positioning"</b></i></span></a><span style=";font-family:'Arial','sans-serif';color:black;" lang="EN-GB"> (<b>Vienna, </b><b>20-21 January 2011</b><span style="font-style: italic;"><span style="font-weight: bold;">)</span></span> will look at the value of benchmarking as a modern management tool among the range of transparency tools such as <em><b><span style="font-family:'Arial','sans-serif';">classifications, rankings and benchmarking exercises </span></b></em>while at the same time discuss the relevance and strength of indicators, focusing more specifically on <i>internationalization, university-enterprise cooperation and regional innovation</i> and linking them directly to the work carried out in the </span><span style=";font-family:'Arial','sans-serif';color:black;" ><a href="http://r20.rs6.net/tn.jsp?llr=lkqc8tbab&et=1103900809439&s=0&e=001uQLpHX_PWmSrhB72x97cKOeqtMDaYDmr_NokL_5cz58ulERpA9g577JeciUs3gxXYioYKJQ_jTj9gm_qdBaxM4yqi3VN4IxwD34N9FzLDHs=&id=preview" target="_blank"><span lang="EN-GB">U-Map </span></a></span><span style=";font-family:'Arial','sans-serif';color:black;" lang="EN-GB">and </span><span style=";font-family:'Arial','sans-serif';color:black;" ><a href="http://r20.rs6.net/tn.jsp?llr=lkqc8tbab&et=1103900809439&s=0&e=001uQLpHX_PWmSrhB72x97cKOeqtMDaYDmr_NokL_5cz58ulERpA9g577JeciUs3gxXYioYKJQ_jTj9gm_qdBaxM10BmZ5nD7exLwXOf4HDCR6Vr38xPEyJGA==&id=preview" target="_blank"><span lang="EN-GB">U-Multirank </span></a></span><span style=";font-family:'Arial','sans-serif';color:black;" lang="EN-GB">projects.<br />More information on the <a href="http://www.education-benchmarking.org/">Project and Conference website</a>.<br /></span>f.reiskyhttp://www.blogger.com/profile/09746403117718579714noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-87196109588541062682010-10-28T08:55:00.000-07:002010-10-28T08:59:02.504-07:00Identifying the Best: The CHE ExcellenceRanking 2010The <a href="http://www.che-concept.de/cms/?getObject=302&getLang=en">CHE Centre for Higher Education Development</a> (Gütersloh/Germany) has designed an “ExcellenceRanking”, a ranking of a selected group of European Universities. The CHE applied a two-step approach for analysis. First, all European departments in the surveyed fields were compared by a few general indicators. Second, for those departments that excelled in these indicators, an indepth analysis was run based on an institutional questionnaire and a student survey. The first issue of the ranking, released in 2007, concentrated on the natural sciences and mathematics. The second issue, released in 2009, was dedicated to economics, political science and psychology. In 2010, the study was repeated for the natural sciences. <a href="http://www.che.de/downloads/CHE_AP137_ExcellenceRanking_2010.pdf">The paper issued in October 2010</a> covers the results from the 2009 and 2010 issues.f.reiskyhttp://www.blogger.com/profile/09746403117718579714noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-65914121693177243702010-09-29T09:31:00.000-07:002010-09-29T09:45:41.432-07:00Ranking on US doctoral programsThe Chronicle has published its <a href="http://chronicle.com/page/2010-Rankings-Doctoral/321/?sid=at&utm_source=at&utm_medium=en">interactive ranking on US doctoral programs</a> for 2010. About 5,000 university doctoral programs, in 59 fields of study, have been ranked in terms of quality by the National Research Council. The Chronicle is a weekly newspaper with news, information, and jobs for college and university faculty and administrators.f.reiskyhttp://www.blogger.com/profile/09746403117718579714noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-45323768341096583202010-09-15T07:17:00.001-07:002010-09-15T07:17:53.884-07:00Global rankings system methodology reflects universities’ core missions<h3 class="UIIntentionalStory_Message"><span style="font-size: small;"><span class="UIStory_Message">Times Higher Education magazine has just published the full and final methodology for its 2010 World University Rankings. Weightings for all 13 indicators revealed.</span></span></h3><a href="http://www.timeshighereducation.co.uk/story.asp?storycode=413382">http://www.timeshighereducation.co.uk/story.asp?storycode=413382</a>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com0tag:blogger.com,1999:blog-7644449454049098890.post-4422906522685982452010-08-03T07:06:00.001-07:002010-09-28T05:05:01.928-07:00Interim Report from CHERPAYou can find the interim report as well as the list of inidcators of the new EU-Ranking <a href="http://www.che.de/newsletter/link.php?linkid=6746%20">here</a>Attila Pausitshttp://www.blogger.com/profile/17584316302182967842noreply@blogger.com2