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Daniel Sevcovic
Education
1988 MSc. in Mathematics, Comenius University, Bratislava
Master thesis
1993 PhD. in Mathematical Analysis, Comenius University
PhD thesis
2001 Associate professor (docent), Comenius University
Habilitation thesis
2011 Professor of Mathematics, Comenius University
2017 Doctor of Science, DrSc.
Doctor of Science thesis
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Evolution of plane curves
Evolution of curves and surfaces driven by the mean curvature, external force and anisotropy function.
Nonlinear optimization and Inverse problems
Nonlinear optimization methods, semidefinite programming and its applications to inverse problems.
Mathematical problems in pricing derivative securities
Mathematical theory on valuing derivative securities like options or bonds. Nonlinear Black-Scholes equation, Hamilton-Jacobi-Bellman equation and portfolio management.
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