CURRICULUM VITAE: DI MARTIN BERNAUER. DI Martin Bernauer. Chemnitz University of Technology Faculty of Mathematics D Chemnitz Germany
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1 CURRICULUM CURRICULUM VITAE: DI MARTIN BERNAUER Chemnitz, March 15, 2010 DI Martin Bernauer Chemnitz University of Technology Faculty of Mathematics D Chemnitz Germany bernm 1 VITAE
2 Personal Information Full Name DI Bernauer, Martin Karl Date of Birth January 19, 1981 Place of Birth Schärding, Austria Citizenship Austrian Marital Status Married, one child Residence Jahnstraße 53 D Chemnitz, Germany Phone Education September 1987 July 1991 September 1991 June 1999 October 1999 June 2001 October 2001 February 2005 February 2005 March 2005 January 2007 January 2007 Volksschule Wernstein am Inn (Elementary School) Bundesgymnasium Schärding (High School) Study in Computer Sciences, Johannes Kepler University Linz Study in Technical Mathematics, Johannes Kepler University Linz Bachelor degree with distinction from Johannes Kepler University Linz Study in Industrial Mathematics, Johannes Kepler University Linz Master degree with distinction from Johannes Kepler University Linz Community Service February 2000 January 2001 Upper Austrian Red Cross 2
3 Professional Record May 2005 July 2007 August 2007 July 2008 August 2008 present Scientific employee at the Institute for Design and Control of Mechatronical Systems at Johannes Kepler University Linz Research assistant at the Johann Radon Institute for Computational and Applied Mathematics (RICAM) of the Austrian Academy of Sciences, Linz Research assistant in the group Numerical Mathematics (Partial Differential Equations) at Chemnitz University of Technology Teaching Experience Fall 2008/09 Spring 2009 Fall 2009/10 Fall 2009/10 Tutorial class Higher Mathematics III: Differential Equations (Lecture: Prof. Peter Benner) Tutorial class Numerical Mathematics (Lecture: Prof. Peter Benner) Tutorial class Numerical Methods for Ordinary Differential Equations (Lecture: Prof. Roland Herzog) Tutorial class Higher Mathematics I (Lecture: PD Dr. Uwe Streit) Presentations Presentations at Conferences and in Minisymposia 1. Optimal Control of the Two-Phase Stefan Problem in Level Set Formulation, Oberwolfach workshop on New Directions in Simulation, Control and Analysis for Interfaces and Free Boundaries, Jannuary 31 February 6, 2010, Mathematisches Forschungsinstitut Oberwolfach 2. XFEM for the Optimal Control of the Two-Phase Stefan Problem, ECCOMAS thematic event: XFEM 2009, September 28 30, 2009, RWTH Aachen 3
4 3. Optimal Control of the Two-Phase Stefan Problem: Numerical Approximation Techniques, The Mathematics of Finite Elements and Applications (MAFELAP) 2009, June 9 12, 2009, Brunel University, West London 4. Motion Planning for the Two-Phase Stefan Problem in Level Set Formulation, Optimization with interfaces and free boundaries, March 23 27, 2009, University of Regensburg 5. Towards the Optimal Control of the One-Phase Stefan Problem, Chemnitz FEM Symposium, September 22 24, 2008, Chemnitz University of Technology 6. Towards the Optimal Control of the One-Phase Stefan Problem, DMV Annual Meeting, September 15 19, 2008, University of Erlangen-Nürnberg Colloquium and Seminar Talks 7. Optimal Control of the Classical Two-Phase Stefan Problem in Level Set Formulation, Chemnitz Seminar on Optimal Control, March 6 13, 2010, Haus im Ennstal 8. Optimale Steuerung des klassischen Stefan Problems in zwei Phasen, Seminar on Applied Mathematics, January 11, 2010, University of Bayreuth 9. Optimal Control of the Two-Phase Stefan Problem in Level Set Formulation, Forschungsseminar Numerik, 10. November 2009, Technische Universität Chemnitz Research Seminar Numerics, November 10, 2009, Chemnitz University of Technology 10. Optimal Control of the Two-Phase Stefan Problem Using Extended Finite Elements, Radon Seminar, September 7, 2009, RICAM, Linz 11. Optimal Control of the Two-Phase Stefan Problem: Numerical Approximation Techniques, Research Seminar Numerics, June 2, 2009, Chemnitz University of Technology 12. Motion Planning for the Two-Phase Stefan Problem in Level Set Formulation, Chemnitz Seminar on Optimal Control, March 7 14, 2009, Gerlosberg 13. Techniques for the Optimal Control of the One-Phase Stefan Problem, Research Seminar Numerics, November 11, 2008, Chemnitz University of Technology Publications Publications in Journals 1. M. K. BERNAUER and R. HERZOG. Optimal control of the classical two-phase Stefan problem in level set formulation, submitted 2. M. K. BERNAUER and R. GRIESSE. Implementation of an X-FEM solver for the classical twophase Stefan problem, submitted 3. M. K. BERNAUER and R. GRIESSE. A robustification approach in unconstrained quadratic optimization, to appear in Mathematical Programming, Series A,
5 Conference Proceedings 4. M. K. BERNAUER, R. HERZOG and K. KUNISCH.Optimal Control of the Two-Phase Stefan Problem in Level Set Formulation, to appear in Oberwolfach Report 07/2010 Other Publications 5. A Robustification Approach in Unconstrained Optimization and Its Applications in Optimal Control, Master s Thesis supervised by Roland Griesse, RICAM and Johannes Kepler University Linz, 2007 Other Scientific Activities 1. 15th South-Eastern German Colloquium on Numerical Mathematics, May 8, 2009, Chemnitz University of Technology 2. Workshop: Advances in Shape and Topology Optimization, September 25 27, 2008, Karl-Franzens University Graz 3. 4th Austrian Numerical Analysis Day, April 24 25, 2008, RICAM, Linz 4. Lipschitz Lecture: Semi-smooth Newton Methods for Non-Differentiable Optimization Problems by Prof. Karl Kunisch, November 26 December 12, 2007, Hausdorff Research Institute for Mathematics, Bonn 5. Short Course: Dynamic Optimization in Engineering and Nonlinear Model Predictive Control by Prof. Moritz Diehl, July 2 7, 2007, Linz Languages German (native language) English (fluent) French (basic knowledge) Computer Skills Operating systems: Linux, Windows Programming languages: Java (industrial experience), C/C++ Text production: L A TEX, OpenOffice, Word Other programs: MATLAB, Mathematica 5
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