
Explore coalitional games on social networks, analyzing graph structures, computational complexity, and solution concepts for connected subsets of agents.

Innovative approaches to scale human intelligence and education in the era of AI, drawing from game theory and real-world problem-solving experiences across mathematics, pandemic control, and live math education.

Explore SIM-bodies as generalized permutahedra, their role in Straight-Jacket Auctions, and the application of computer algebra for determining optimal prices and revenues in auction theory.

Explore the mathematical intricacies of Snakes and Ladders with Marcus du Sautoy, uncovering probability, game theory, and unexpected complexities in this classic board game.

Contract theory and mean field games applied to epidemic control: exploring models with one principal and multiple agents to inform regulatory decisions in continuous and discrete state spaces.

Explore the scientific strategies behind successful gambling, from sports forecasting to AI poker players. Learn how betting has influenced mathematics, economics, and artificial intelligence.

Mathematician Adam Kucharski explores the mathematics, economics, and physics behind gambling, challenging the notion that the house always wins in this insightful Ri Science podcast.

Explore the fascinating Hydra Game with mathematician Tom Crawford, delving into its connection to Hercules and its intriguing mathematical properties in this engaging Numberphile video.

Explore the fascinating intersection of Pokémon and mathematics with Tom Crawford, delving into geometric distributions and probability theory in this engaging Numberphile video.

Explore how mathematics can be viewed as a game, uncovering its playful nature and strategic aspects. Gain insights into problem-solving approaches and creative thinking in mathematical contexts.

Explore advancements in controlling dynamic matching markets, focusing on mathematical, economic, and computational aspects of market design and optimization.

Explore statistical contract theory with Michael Jordan, delving into mathematical, economic, and computational aspects of matchings and markets.

Explore strategic agent dynamics and algorithms as PDEs in this mathematical conference talk by Franca Hoffmann at CIRM.

Explore the concept of optimal surfaces in mathematics, examining stability, regularity, and propagation properties across various applications like minimal surfaces and game theory.

Explore a mathematical model for resource sharing, focusing on local time interactions in financial contexts. Gain insights into advanced mathematical finance concepts.

Explore Lagrangian and game theoretic approaches for solving complex PDEs, including front speed computation, high-dimensional entropy production, and turbulent combustion analysis.

Explore linear stochastic graphon systems with Q-noise, extending classical theory to large networks. Learn about LQG control problems, finite rank operators, and Nash Equilibrium approximations in graphon-based systems.

Explore game-enriched categories as an enhanced approach to modeling programming languages, potentially offering greater flexibility in strategy definition.

Explore attractor decompositions in graphs, their role in parity games, and applications to automata theory. Learn about structural complexity measures and strategy analysis.

Explore os fundamentos dos jogos matemáticos e suas aplicações teóricas através de uma análise aprofundada conduzida por um especialista do IMPA.

Explore the comparative power of quantum entanglement and classical communication in XOR games, examining their effectiveness and implications for quantum information theory.