Difference between revisions of "Blubb"

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(Research Interests)
(Software projects)
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==== Software projects ====
 
==== Software projects ====
Mesh generator [[http://www.hpfem.jku.at/netgen|Netgen]] \\
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[[http://www.hpfem.jku.at/netgen|Netgen]] \\
Finite element software [[http://www.hpfem.jku.at/ngsolve|NGSolve]] \\
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[[http://www.hpfem.jku.at/ngsolve|NGSolve]]  
[[https://sourceforge.net/projects/netgen-mesher|sourceforge]]
 
[[http://www.mathcces.rwth-aachen.de/netgen|Aachen site]]
 
  
 +
Mesh generator [http://sourceforge.net/projects/netgen-mesher Netgen] <br\>
 +
Finite element software [http://sourceforge.net/projects/netgen-mesher NGSolve]
  
 
==== Publications ====
 
==== Publications ====

Revision as of 20:14, 9 March 2010

Univ.Prof. Dipl.-Ing. Dr.techn. Joachim Schöberl

Joachim.jpg

Short curriculum vitae

born on May 28, 1972 in Steyr, Austria <br\> married to Elsa Boxrucker, daughter Hannah (2003) and son Paul (2006), some [[joachim:private | family pictures]] <br\> studied Technische Mathematik at the Kepler University Linz, Austria <br\> PhD in Applied Mathematics 1999, Promotio sub auspiciis Praesidentis rei publicae, JKU Linz <br\>

1996-2002 research fellow at the Institute of Computational Mathematics, JKU Linz <br\> 2000-2001 Visiting Assistant Professor, Texas A&M University, Department of Mathematics <br\> 2002-2004 Self-employed in FWF - Start Project "hp-FEM" <br\> 2004-2006 Senior Postdoc at Johann Radon Institute for Computational and Applied Mathematiks ( RICAM), Linz <br\> 2006-2010 Professor (W2) for Scientific Computing, RWTH Aachen University <br\> 2010- Professor at the Institute for Analysis and Scientific Computing at Vienna University of Technology <br\>


Research Interests

Numerical methods, Finite elements, Iterative solvers, High order methods, Mixed methods, <br\> Electrodynamics, Structural mechanics, Fluid dynamics, <br\> Object oriented software design

Software projects

[[1]] \\ [[2]]

Mesh generator Netgen <br\> Finite element software NGSolve

Publications

publications \\ talks \\ gallery


das ist mein Sandkasten


 a^2=b^2

-\Delta u = f

\frac{\partial^2 u}{\partial^2 x}