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SUMMARY:Serendipity Virtual Elements - Franco Brezzi (Institute for applie
 d mathematics and information technologies (IMATI))
DTSTART:20191022T080500Z
DTEND:20191022T085000Z
UID:TALK133081@talks.cam.ac.uk
CONTACT:INI IT
DESCRIPTION:Aftera<br>brief reminder of classical ("plain vanilla") Virtua
 l Elements<br>we will see the generalphilosophy of "enhanced Virtual<br>El
 ements" and the various types of Serendipity spaces as particular cases.<b
 r>The construction will always be conceptually simple (and extremely power
 ful\, in<br>particular for polygons with many edges)\, but a codeexploitin
 gthe<br>full advantage of havingmany edges might become difficult in the<b
 r>presence of non convex polygons\, and in particular for complicated shap
 es. We<br>shall also discuss differentchoices ensuring various advantages 
 for<br>different amounts of work.
LOCATION:Seminar Room 1\, Newton Institute
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