Evolution of phase boundaries in heterogeneous media, homogenization. Pattern formation in Plasticity. Nonlinear partial differential equations, calculus of variations, functional analysis. Numerical methods. Materials science. Lecturer at Durham University.
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About | dondl.org Reviews
https://dondl.org
Evolution of phase boundaries in heterogeneous media, homogenization. Pattern formation in Plasticity. Nonlinear partial differential equations, calculus of variations, functional analysis. Numerical methods. Materials science. Lecturer at Durham University.
dondl.org
Curriculum Vitae
http://www.dondl.org/Site/CV.html
PhD in Applied and Computational Mathematics,. California Institute of Technology, June 2007. Diplom in Physik (Master of Science in Physics),. Technische Universität München, December 2002, mit Auszeichnung (with honors). European Erasmus exchange program,. Université Paris 6, Pierre et Marie Curie, September 2000 March 2001. Lecturer at Durham University. April 2012 March 2013. Temporary professorship at TU Munich (on leave from Durham). April 2009 September 2011. On leave from the University of Bonn).
Publications and Presentations
http://www.dondl.org/Site/Publications.html
P W Dondl, P. Dorey and F. Roesler, "Bound on the Pseudospectrum of the Harmonic Oscillator with Imaginary Cubic Potential;" preprint, Supported by the MC-CIG project STP. K Anguige and P. W. Dondl, "Relaxation of the non-convex, incremental energy-minimization problem in single-slip strain-gradient plasticity;" Key Engineering Materials 651-653, 2015, partially supported by the MC-CIG project STP. Z Angew Math Phys, supported by the DFG research unit Microplast. P W Dondl and M. Scheutzow, Positive ...
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Evolution of phase boundaries in heterogeneous media, homogenization. Pattern formation in Plasticity. Nonlinear partial differential equations, calculus of variations, functional analysis. Numerical methods. Materials science. Lecturer at Durham University.
About
Evolution of phase boundaries in heterogeneous media, homogenization. Pattern formation in Plasticity. Nonlinear partial differential equations, calculus of variations, functional analysis. Numerical methods. Materials science. Lecturer at Durham University.
About
Evolution of phase boundaries in heterogeneous media, homogenization. Pattern formation in Plasticity. Nonlinear partial differential equations, calculus of variations, functional analysis. Numerical methods. Materials science. Lecturer at Durham University.
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