Department of Mathematics, Birzeit University
Seminar Content
Abstract
This research seminar explores the relationship between bifurcation theory and Nash equilibria within mathematical tiling models. The presentation investigates how qualitative changes in system behavior influence equilibrium structures and strategic outcomes.
The seminar demonstrates the application of nonlinear dynamics, game theory, and mathematical analysis to understand equilibrium transitions and complex decision structures.
This research seminar explores the relationship between bifurcation theory and Nash equilibria within mathematical tiling models. The presentation investigates how qualitative changes in system behavior influence equilibrium structures and strategic outcomes.
The seminar demonstrates the application of nonlinear dynamics, game theory, and mathematical analysis to understand equilibrium transitions and complex decision structures.
Event Details
Seminar Information
Department of Mathematics, Faculty of Science