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VERSION:2.0
PRODID:-//Memento EPFL//
BEGIN:VEVENT
SUMMARY:Composite Finite Elements
DTSTART:20100609T161500
DTSTAMP:20260407T230201Z
UID:7d761334eaf579ab1b657cc4974af375da7b781d40afcc0d2139f5a9
CATEGORIES:Conferences - Seminars
DESCRIPTION:Prof. Stefan Sauter\nComposite Finite Elements are a new class
  of finite elements for the\ndiscretization of boundary value problems  wi
 th complicated\nstructures\, e.g.\, in the geometry of the physical object
  and/or\nin the coefficients of the differential operator and boundary con
 ditions.\nIn contrast to standard finite elements\, the minimal dimension 
 of\nthe approximation space is independent of the geometric details\nand t
 his is especially advantageous for problems on domains with\ncomplicated m
 icro-structures.\nIn our talk\, we will introduce this discretization meth
 od for\ndifferent kinds of applications such as Poisson-type equations\,\n
 Lamé equation\, and Stokes equation. We will analyse its\nconvergence in 
 an a-priori and a-posteriori way and illustrate\nthe analysis by numerical
  experiments.
LOCATION:MAA112
STATUS:CONFIRMED
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