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UID:news260@dmi.unibas.ch
DTSTAMP;TZID=Europe/Zurich:20180716T215716
DTSTART;TZID=Europe/Zurich:20141121T110000
SUMMARY:Seminar in Numerical Analysis: Armin Iske (Universität Hamburg)
DESCRIPTION:This talk discusses the utility of meshfree kernel techniques i
 n  adaptive finite volume particle methods (FVPM). To this end\, we give t
 en  good reasons in favour of using kernel-based reconstructions in the  r
 ecovery step of FVPM\, where our discussion addresses relevant  computatio
 nal aspects concerning numerical stability and accuracy\, as  well as more
  specific points concerning efficient implementation.  Special emphasis is
  finally placed on morerecent advances in the  construction of adaptive FV
 PM\, where WENO reconstructions by  polyharmonic spline kernelsare used in
  combination with ADER flux  evaluations to obtain high order methods for 
 hyperbolic problems.
X-ALT-DESC:This talk discusses the utility of meshfree kernel techniques in
   adaptive finite volume particle methods (FVPM). To this end\, we give te
 n  good reasons in favour of using kernel-based reconstructions in the  re
 covery step of FVPM\, where our discussion addresses relevant  computation
 al aspects concerning numerical stability and accuracy\, as  well as more 
 specific points concerning efficient implementation.  Special emphasis is 
 finally placed on morerecent advances in the  construction of adaptive FVP
 M\, where WENO reconstructions by  polyharmonic spline kernelsare used in 
 combination with ADER flux  evaluations to obtain high order methods for h
 yperbolic problems. 
DTEND;TZID=Europe/Zurich:20141121T120000
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