Michal Krizek
Academy of Sciences of the Czech Republic
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SeMA Journal (former Boletin de la Sociedad Española de Matemática Aplicada) | 2011
Jan Brandts; Antti Hannukainen; Sergey Korotov; Michal Krizek
Angle conditions play an important role in the analysis of the finite element method. They enable us to derive the optimal interpolation order and prove convergence of this method, to derive various a posteriori error estimates, to perform regular mesh refinements, etc. In 1968, Miloš Zlámal introduced the minimum angle condition for triangular elements. From that time onward many other useful geometric angle conditions on the shape of elements appeared. In this paper, we shall give a survey of various generalizations of the minimum and also maximum angle condition in the finite element method and present some of their applications.
Linear Algebra and its Applications | 2007
Jan Brandts; Sergey Korotov; Michal Krizek
Archive | 2006
Jan Brandts; Sergey Korotov; Michal Krizek; Jakub Šolc
Journal of Computational Mathematics | 2009
Antti Hannukainen; Sergey Korotov; Michal Krizek
Applications of Mathematics | 2005
Larisa Beilina; Sergey Korotov; Michal Krizek
Annals of Probability | 2003
Jan Brandts; Michal Krizek
Journal of Second Language Writing | 2009
Jan Brandts; Sergey Korotov; Michal Krizek; Jakub Šolc
Archive | 2008
Antti Hannukainen; Sergey Korotov; Michal Krizek
Journal of Physical Chemistry B | 2004
Jan Brandts; Sergey Korotov; Michal Krizek
Applications of Mathematics | 1998
Michal Krizek