[Maths-Education] Invitation to the “Designing Innovations in STEAM Education Conference” on May 26th to 28th 2021

Zsolt Lavicza lavicza at gmail.com
Wed May 12 06:36:24 BST 2021


Dear Colleagues,
We would like to invite you, your colleagues, and students to the Designing Innovations in STEAM Education Online Conference from May 26th to 28th 2021!

Please find our invited speakers, schedule and all additional information on the conference website: https://www.geogebra.org/m/s5cvdktu <https://www.geogebra.org/m/s5cvdktu>!

Your contribution to the conference would be much appreciated and we encourage you to sign up as a speaker to present your current ideas on Designs related to STEAM Education or just engage with the talks. Please register here until the 17th of May: https://cutt.ly/JbEcsE2 <https://cutt.ly/JbEcsE2>  Participation at the conference is Free of Charge.

In case you or colleagues would like to stay informed about events such as this, please join the Google Group JKU STEAM Education (jku-steam-education at googlegroups.com).
We hope that you will join our event and engage in discussions with our speakers and guests. We are looking forward to meeting you online at the end of May!


Best wishes, 

Zsolt Lavicza and the JKU STEAM Education Team

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Prof Zsolt Lavicza
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Johannes Kepler University, Linz School of Education, Linz, Austria
Budapest Metropolitan University, Budapest, Hungary
University of Cambridge, Faculty of Education, Queens' College
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Director of Research: 
International GeoGebra Institute (IGI): http://geogebra.org
JKU STEM Education Centre, Research Methods: http://www.jku.at/idm/content
Geomatech Project: http://geometech.hu
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Main: lavicza at gmail.com
GeoGebra: zsolt at geogebra.org
JKU: zsolt.lavicza at jku.at
Metropolitan: zlavicza at metropolitan.hu
Cambridge: zl221 at cam.ac.uk
Geomatech: zsolt.lavicza at geomatech.hu
Phone: (Hungary): +36 20 587 7847
            (Austria): +43 677 61290679
            (UK): +44 7962 488 222
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Everything that can be counted does not necessarily count; 
everything that counts cannot necessarily be counted. (Albert Einstein)



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