2 papers
math.OC2026
Monotonicity and Frank-Wolfe Dynamics in Atomic Splittable Congestion Games
Tobias Harks
We study universal monotonicity and Frank--Wolfe stability properties for atomic splittable congestion games. Specifically, we characterize the largest resource cost class for whic…
cs.GT2026
When do Mixed-Integer Games Admit Rational Equilibria?
Aloïs Duguet, Tobias Harks, Martin Schmidt +1
We consider mixed-integer linear-quadratic generalized Nash equilibrium problems, i.e., games in which each player solves a mixed-integer program subject to linear constraints in h…