RNDr. Michal Červinka, Ph.D.

Education

2003 - 2008: Faculty of Mathematics and Physics, Charles University in Prague & ÚTIA AV ČR, Ph.D. program,
specialization: Econometrics and operations research
2003 - 2006: Faculty of Social Sciences, Charles University in Prague, Bachelor program, specialization: Economic theories
1998 - 2003: Faculty of Mathematics and Physics, Charles University in Prague, Master program, specialization: Econometrics

Job history

Department of Decision Making Theory
Institute of Information Theory and Automation, Czech Academy of Sciences (UTIA AV CR)
IES at the Faculty of Social Sciences, Ch. University in Prague

Monographs

Chapters in monographs

Articles

• Červinka M., Outrata J., & Pistek M. (2014). On Stability of M-stationary Points in MPCCs. Set-Valued and Variational Analysis, 22(3), 575-595. UT-WOS link
• Červinka M. (2010). On computation of C-stationary points for equilibrium problems with linear complementarity constraints via homotopy method. Kybernetika, 46(4), 730-753. UT-WOS link
• Červinka M., Rückmann J., & Stein O. (2019). Preface. Optimization, 68(2-3), 429-431. UT-WOS link
• Červinka M., Kanzow C., & Schwartz A. (2016). Constraint qualifications and optimality conditions for optimization problems with cardinality constraints. Mathematical Programming, Series A, 160(1-2), 353-377. UT-WOS link
• Aussel D., Červinka M., & Marechal M. (2016). Deregulated electricity markets with thermal losses and production bounds: Models and optimality conditions. RAIRO Recherche Operationnelle, 50(1), 19-38. UT-WOS link
• Benko M., Červinka M., & Hoheisel T. (2022). Sufficient Conditions for Metric Subregularity of Constraint Systems with Applications to Disjunctive and Ortho-Disjunctive Programs. Set-Valued Analysis, 30(1), 143-177. UT-WOS link
• Outrata J., Ferris M., Červinka M., & Outrata M. (2016). On Cournot-Nash-Walras Equilibria and Their Computation. Set-Valued and Variational Analysis, 24(3), 387-402. UT-WOS link
• Branda M., Bucher M., Červinka M., & Schwartz A. (2018). Convergence of a Scholtes-type regularization method for cardinality-constrained optimization problems with an application in sparse robust portfolio optimization. Computational Optimization and Applications, 70(2), 503-530. UT-WOS link

Contributions in the conference proceedings

JEB154 - Bachelor´s Thesis Seminar I
JEB155 - Bachelor´s Thesis Seminar II
JEB132 - Introductory Statistics
JEB142 - Introductory Statistics
JEB105 - Statistics

Bachelor theses

I will provide details to available topics during my office hours.

Master theses

I will provide details to available topics during my office hours.

Oligopoly Markets, Nash and Generalized Nash Equilibria, Modern Variational Analysis, Nonsmooth Optimization, Sensitivity Analysis of Generalized EquationsOligopoly Markets, Nash and Generalized Nash Equilibria, Modern Variational Analysis, Nonsmooth Optimization, Sensitivity Analysis of Generalized Equations