Marc Quincampoix is affiliated with the University of Western Brittany in France. Their scholarly work primarily lies in the fields of mathematics and computer science, with a specific emphasis on applied mathematics, computational theory, and finance. The research topics explored encompass optimization and variational analysis, stochastic processes and financial applications, mathematical biology related to tumor growth, and functional equations focusing on stability results. Other notable areas include geometric analysis and curvature flows, economic theories and models, as well as Markov chains and Monte Carlo methods.
The scientist has contributed to multiple recent papers, illustrating ongoing research activity across several journals. Some notable publications include the 2020 paper titled Optimal control of multiagent systems in the Wasserstein space, published in Calculus of Variations and Partial Differential Equations. In 2021, they co-authored Compatibility of state constraints and dynamics for multiagent control systems in the Journal of Evolution Equations. Another work from 2020 is Representation Formulas for Limit Values of Long Run Stochastic Optimal Controls featured in the SIAM Journal on Control and Optimization. More recent work includes the 2023 publication Dynamical Systems and Hamilton-Jacobi-Bellman Equations on the Wasserstein Space and their L2 Representations in the SIAM Journal on Mathematical Analysis and a 2021 article titled Extremal Shift Rule and Viability Property for Mean Field-Type Control Systems published in the Journal of Optimization Theory and Applications.
Marc Quincampoix frequently collaborates with several co-authors, notably Antonio Marigonda, Mira Bivas, Aris Daniilidis, Giulia Cavagnari, and Piermarco Cannarsa. Collaborations have contributed to a range of insights within their shared areas of expertise.
The scientist's work appears in a variety of academic venues, with multiple publications found in arXiv (Cornell University), Journal of Optimization Theory and Applications, Mathematical Control and Related Fields, Set-Valued and Variational Analysis, and Calculus of Variations and Partial Differential Equations.
J.-P. Aubin;J. Lygeros;M. Quincampoix;S. Sastry
Pierre Cardaliaguet;Marc Quincampoix;Patrick Saint-Pierre
M. Forti;P. Nistri;M. Quincampoix
Rainer Buckdahn;Pierre Cardaliaguet;Marc Quincampoix
Pierre Cardaliaguet;Marc Quincampoix;Patrick Saint-Pierre
Vladimir Gaitsgory;Marc Quincampoix
Marc Quincampoix
M. Forti;P. Nistri;M. Quincampoix
P. Cardaliaguet;M. Quincampoix;P. Saint-Pierre
Yan Gao;J. Lygeros;M. Quincampoix
H. Frankowska;M. Quincampoix
Rainer Buckdahn;Marc Quincampoix;Aurel Răşcanu
Pierre Cardaliaguet;Marc Quincampoix
Rainer Buckdahn;Pierre Cardaliaguet;Marc Quincampoix
Rainer Buckdahn;Shige Peng;Marc Quincampoix;Catherine Rainer
P. Cardaliaguet;M. Quincampoix;P. Saint-Pierre
Hélène Frankowska;Marc Quincampoix
Yan Gao;John Lygeros;Marc Quincampoix;Nicolas Seube
Marc Quincampoix;Jérôme Renault
Rainer Buckdahn;Dan Goreac;Marc Quincampoix
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