Martin S, Kaufmann P, Botsch M, Wicke M, Gross M. Polyhedral Finite Elements Using Harmonic Basis Functions. Computer Graphics Forum (Symposium on Geometry Processing). 2008;27(5):1521-1529
The method of the finite elements is an adaptable numerical procedure for interpolation as well as f...
This paper is an overview of recent developments in the construction of finite element interpolants,...
Botsch M, Wicke M, Gross M. Finite Elemente Methoden auf konvexen Polyedern für physikalisch-basiert...
Finite element simulations in computer graphics are typically based on tetrahedral or hexahedral ele...
Wicke M, Botsch M, Gross M. A Finite Element Method on Convex Polyhedra. Computer Graphics Forum (Eu...
This paper provides brief review on polygonal/polyhedral finite elements. Various techniques, togeth...
In the recent years, reformulating the mathematical description of physical laws in an algebraic for...
Naturally evolving Voronoi discretisation of two-dimensional plane domains renders representative mi...
We start with a brief introduction to the conforming finite element method on polygonal/polyhedral m...
Due to its unique and intriguing properties, polygonal and polyhedral discretization is an emerging ...
Computational structural analysis, primarily the finite element method (FEM), has been widely applie...
In this paper, conforming finite elements on polygon meshes are developed. Polygonal finite elements...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/7...
Generalized barycentric coordinates such as Wachspress and mean value coordinates have been used in ...
Schneider T, Dumas J, Gao X, Botsch M, Panozzo D, Zorin D. Poly-Spline Finite Element Method. ACM Tr...
The method of the finite elements is an adaptable numerical procedure for interpolation as well as f...
This paper is an overview of recent developments in the construction of finite element interpolants,...
Botsch M, Wicke M, Gross M. Finite Elemente Methoden auf konvexen Polyedern für physikalisch-basiert...
Finite element simulations in computer graphics are typically based on tetrahedral or hexahedral ele...
Wicke M, Botsch M, Gross M. A Finite Element Method on Convex Polyhedra. Computer Graphics Forum (Eu...
This paper provides brief review on polygonal/polyhedral finite elements. Various techniques, togeth...
In the recent years, reformulating the mathematical description of physical laws in an algebraic for...
Naturally evolving Voronoi discretisation of two-dimensional plane domains renders representative mi...
We start with a brief introduction to the conforming finite element method on polygonal/polyhedral m...
Due to its unique and intriguing properties, polygonal and polyhedral discretization is an emerging ...
Computational structural analysis, primarily the finite element method (FEM), has been widely applie...
In this paper, conforming finite elements on polygon meshes are developed. Polygonal finite elements...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/7...
Generalized barycentric coordinates such as Wachspress and mean value coordinates have been used in ...
Schneider T, Dumas J, Gao X, Botsch M, Panozzo D, Zorin D. Poly-Spline Finite Element Method. ACM Tr...
The method of the finite elements is an adaptable numerical procedure for interpolation as well as f...
This paper is an overview of recent developments in the construction of finite element interpolants,...
Botsch M, Wicke M, Gross M. Finite Elemente Methoden auf konvexen Polyedern für physikalisch-basiert...
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