Invited conference and seminar talks
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P. Solin et al: The FEMhub Project and Classroom Teaching of Elementary Numerical Methods, Oregon State University, Corvallis, November 2 - 3, 2009.
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P. Solin et al: Computing with Adaptive Higher-Order Finite Elements, Oregon State University, Corvallis, November 2 - 3, 2009.
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P. Solin et al: Solving Nonstationary Multiphysics PDE Problems with Space-Time Adaptive hp-FEM on Dynamical Meshes, Idaho National Lab, Idaho Falls, September 9, 2009.
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P. Solin et al: Hermes and FEMhub Projects, SciPy 2009 Conference, Caltech, Pasadena, August 18 - 23, 2009.
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P. Solin et al: Computing with Adaptive Higher-Order Finite Elements, CST Darmstadt, Germany, August 3, 2009.
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P. Solin et al: Solving Multiphysics PDE Problems with Space-Time Adaptive hp-FEM on Dynamical Meshes, INRIA, Sophia-Antipolis, France, July 16, 2009.
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P. Solin et al: Computing with Adaptive Higher-Order Finite Elements, Institute of Physics, Academy of Sciences of the Czech Republic, July 14, 2009.
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P. Solin et al: Computing with Adaptive Higher-Order Finite Elements, New Technologies Research Centre, Pilsen, June 30, 2009.
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P. Solin et al: Solving Multiphysics PDE Problems with Space-Time Adaptive hp-FEM on Dynamical Meshes, Dortmund University of Technology, Dortmund, Germany, June 15, 2009.
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P. Solin, D. Andrs, O. Certik, et al: Adaptive Finite Element Methods: From PDE to Image Compression, Department of Computer Science and Engineering, University of Nevada, Reno, April 3, 2009.
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P. Solin: Adaptive Multi-Mesh hp-FEM for Time-Dependent Multi-Physics
Problems, Los Alamos National Lab, August 2008.
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I. Dolezel, P. Karban, P. Solin, B. Ulrych:
Coupled Problems in Power Engineering Applications,
International Conference Electric Power Engineering 2008, Brno, Czech Republic.
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P. Solin:
High-Fidelity Computer Methods for Large-Scale
Multi-Physics Problems, University of Nevada at Reno, March 2008.
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P. Solin: On the hp-FEM: From the Laplace Equation to
Coupled Problems on Multiple Meshes, Applied Mathematics Seminar, University
of Houston, March 2007.
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P. Solin: On hp-FEM for Symmetric Elliptic Problems,
University of New Mexico, Albuquerque, March 2005.
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P. Solin: Semi-Orthogonal Shape Functions for hp-FEM,
University of Iowa, Iowa City, May 2005.
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P. Solin: Error Estimation and Automatic hp-Adaptivity in hp-FEM,
The University of Texas at El Paso, May 2004.
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I. Dolezel, P. Solin: On Electromagnetic-Thermal Treatment of Metals,
The University of Texas at El Paso, October 2004,
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P. Solin: Hierarchic edge elements for Maxwell's equations,
Physics Department, Rice University, Houston (TX), May 2003.
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I. Dolezel, P. Solin, B. Ulrych: Mathematical and Computer Modeling of Selected Coupled
Electromahnetic-Thermal-Mechanical Processes by Nonstandard Techniques,
CAAM Department Colloquium, Rice University, September 2003.
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P. Solin, P. Kloucek, L. Demkowicz: Automatic hp-Adaptivity With
No Error Estimates, CAAM Department Colloquium, Rice University, October 2003.
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P. Solin, L. Demkowicz: Fully automatic goal-oriented
hp-adaptivity for elliptic equations, CAAM,
Rice University, Houston (TX), May 2002.
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P. Solin, L. Demkowicz: Fully automatic goal-oriented
hp-adaptivity, TICAM,
UT Austin, Austin, Texas, September 2002.
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I. Dolezel, P. Solin, B. Ulrych: Selected Integral Formulations
for Electromagnetic and Associated Coupled Problems,
TICAM,
UT Austin, Austin, Texas, September 2002.
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I. Dolezel, P. Solin, B. Ulrych: Selected Integral Formulations
for Electromagnetic and Associated Coupled Problems,
CAAM, Rice University, Houston, Texas, September 2002.
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P. Solin, I.Babuska: A-Posteriori Error Estimation for
Evolutionary Problems Solved by the Method of Lines, TICAM,
UT Austin, Austin, Texas, October 2002.
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I. Dolezel, P. Solin, B. Ulrych: Integral Methodology for
the Solution of Selected Electromagnetic and Associated Problems,
Department of Mathematics, University of Trento, November 2002.
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P. Solin: On the Modelling and Numerics in Some Industrial
Problems (Simulation Non-Stationary Induction Heating, Non-Uniqueness
of Compressible Flow in Nozzles, Constrained Finite Volume Modelling
of Compressible Pipe Flow), OCIAM, Oxford University, Oxford (UK), February 2001.
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P. Solin: On the Non-Uniqueness of Compressible Flow in Axi-Symmetric
Geometries, Mathematical Institute of the Academy of Sciences of the
Czech Republic, Prague (Czech Republic), 5 October 2001.
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P. Solin: On the Non-Unique Behaviour of Almost Unidirectional
Inviscid Compressible Flows, Mathematical Institute,
University of Stuttgart, Stuttgart (Germany), 9 October 2001.
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P. Solin: On the Non-Unique Behaviour of Almost Unidirectional
Inviscid Compressible Flows, On a Class of Novel Fieldless
Methods for the Simulation of the Induction Heating, CAAM,
Rice University, Houston (TX), October/November 2001.
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P. Solin: On the Construction of the Osher-Solomon Scheme for the
Finite Volume Discretitation of the Three-Dimensional Compressible
Euler Equations, Mathematical Institute of the Academy of Sciences of the
Czech Republic, Prague (Czech Republic), September 1996.
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P. Solin: Analytical and Numerical Techniques for the Simulation of
Transonic Flows in Tubes, Pipes, Ducts and Nozzles, Mathematical
Institute, Technical University of Brandenburg, Cottbus (Germany),
May 2000..
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P. Solin: Analytical and Numerical Techniques for the Simulation of
Transonic Flows in Tubes, Pipes, Ducts and Nozzles, Mathematical Institute,
Karls Franzens University, Graz (Austria), May 2000.
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P. Solin: Analytical and Numerical Techniques for the Simulation of
Transonic Flows in Tubes, Pipes, Ducts and Nozzles, Institute
of Technical and Economical Mathematics, Kaiserslautern (Germany),
June 2000.
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P. Solin: On Some Analytical and Numerical Techniques in Computational
Fluid Dynamics and Computational Electromagnetics (On a
Novel Approach to Grid Point Distribution in Unstructured Grid Generation,
Construction of the Osher-Solomon
Scheme for 3D Compressible Euler Equations,
Application of the MOL to the Compressible Euler Equations and Profit from
Advanced ODE Solvers,
Compressible Flow in Nozzles and Non-Uniqueness of Stationary Solution,
Simulation of Cleaning of Wet Steam Flow,
Software Package EULER,
On a Novel Method for the Induction Heating of Thin
Non-Ferromagnetic Metal Slabs in Transversal Harmonic Electromagnetic Field,
A Posteriori Error Estimation for Evolution
Problems Solved by the Method of Lines), Mathematical Institute,
Technical University of Munich, Munich (Germany),
October 2000.