Section: New Results

$H^1$-parameterizations of complex planar physical domains in isogeometric analysis

Participants : André Galligo, Bernard Mourrain.

Isogeometric analysis (IGA) is a method for solving geometric partial differential equations (PDEs). Generating parameterizations of a PDE's physical domain is the basic and important issues within IGA framework. In [13], we present a global $H^1$-parameterization method for a planar physical domain with complex topology.

This is a joint work with Meng Wu, Boniface Nkonga.