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SUMMARY:Finite element systems and complexes of differential forms for the
  Stokes equation
DTSTART:20180424T161500
DTEND:20180424T173000
DTSTAMP:20260408T034137Z
UID:4ebafca8333f8f51ca979a01c62df20f74dc92ab5350b29525f8f32b
CATEGORIES:Conferences - Seminars
DESCRIPTION:Prof. Snorre CHRISTIANSEN (University of Oslo)\nThe finite ele
 ment system framework captures essential features of known mixed finite el
 ement spaces and has enabled the construction of new spaces of vector fiel
 ds for PDEs with variational formulations in H(curl) and H(div)\, or\, mor
 e generally\, sequences of spaces of differential forms with such regulari
 ty. In joint work with Kaibo Hu we have generalized the framework so that 
 it can impose higher order continuity between elements\, of the type requi
 red for conforming discretizations of the Stokes equation. Within the fram
 ework we construct examples of finite element sequences equipped with inte
 rpolators (local projections) that commute with the relevant differential 
 operators.\n 
LOCATION:MA A3 31
STATUS:CONFIRMED
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