Biography
Dan Goreac is an Associate Professor in the School of Actuarial Science in the Faculty of Science and Engineering. He obtained a PhD in applied mathematics from the Université de Brest, France in 2007 and an Habilitation à Diriger des Recherches (HDR) from the Université de Paris-Est, France in 2013. Before joining Université Laval, he held the position of Senior Lecturer at Université Gustave Eiffel, France (2008-2024) and the position of Professor (Distinguished Young Scholar) at Shandong Weihai University, China (2019-2024).
His research focuses on the family of optimal control problems for deterministic and stochastic dynamics, including :
- Relaxation methods (linear programming) ;
- Optimal control methods for piecewise deterministic Markov processes and their applications to gene networks and epidemics;
- Insurance and reinsurance problems (optimality, verification, Hamilton-Jacobi-Bellman equations and algorithms);
- Controllability of stochastic systems (stochastic differential equations, stochastic partial differential equations, mean-field systems);
- State constraints for infinite-dimensional dynamics;
- Applications in physics, gene networks, epidemics and insurance.
Dan Goreac has co-authored over 50 scientific articles in prestigious journals, and successfully supervised several doctoral theses and master's dissertations. He is a member of several editorial and expert committees.
Academic background and professional experience
HDR (Habilitation), Applied Mathematics, Université Paris-Est, France, 2013
Ph.D., Applied Mathematics, Université de Brest, France, 2007
M. Sc., Probabilites et Modelisation Aleatoire, Université de Brest (et Rennes 1), France, 2005
B. Sc. in Mathematics and Computer Science, University “Al. I Cuza” University, Iasi, Romania, 2004
Professor (Distinguished Young Scholar), Shandong Weihai University, China, 2019-2024
Associate Professor, Université Gustave-Eiffel, France, 2008-2024e.
Awards and distinctions
Research Areas
This field currently contains no data.
Calcul des variations, théorie des systèmes et théorie du contrôle
Équations différentielles ordinaires et équations aux dérivées partielles
Équations intégrales en mathématiques appliquées
Mathématiques appliquées, n.c.a.
Actuarial science and mathematical finance
Applied mathematics, n.e.c.
Calculus of variations, systems theory and control theory
Evolutionary mathematical and statistical models
Contact
+ 1 418-656-2131




