Game Theory
by Matthew O. Jackson, Yoav Shoham, Kevin Leyton-Brown · Coursera
Stanford and University of British Columbia course on the mathematical modeling of strategic interaction: normal and extensive form games, Nash equilibrium, mixed strategies, Bayesian games, and repeated and stochastic games. Learners can formalize strategic situations and solve them for equilibria.
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Modern Poker Theory
2019. The systematic GTO reference: ranges, blockers, indifference and bet-sizing theory.
Equilibrium Points in N-Person Games (Nash, 1950)
Nash's two-page PNAS note proving that every finite n-person non-cooperative game has at least one equilibrium point in mixed strategies, via Kakutani's fixed-point theorem. Free scanned full text and PDF of the paper the field is built on.
Game Theory (Stanford Encyclopedia of Philosophy)
Peer-reviewed reference article covering game theory's philosophical foundations, utility and rationality assumptions, strategic and extensive forms, equilibrium refinements, and behavioral and evolutionary extensions. Cites primary literature throughout and addresses conceptual disputes that textbooks usually pass over.
The Art of Strategy: A Game Theorist's Guide to Success in Business and Life
Non-technical treatment of strategic reasoning: credible commitment, backward induction, mixed strategies, brinkmanship, auctions, and voting, worked through cases from politics, sports, television, and business. Arithmetic-level math only, but the underlying structure matches formal coursework. Written by two research economists, it teaches real solution concepts through cases rather than offering negotiation hacks.
Game Theory (Fudenberg & Tirole)
Graduate reference treating equilibrium refinements, repeated games and folk theorems, Bayesian games, sequential and perfect Bayesian equilibrium, reputation effects, and signaling, with full proofs throughout. Assumes real analysis and probability. Standard text in doctoral economics sequences worldwide.
An Introduction to Game Theory
Undergraduate textbook covering strategic, extensive, and coalitional games plus repeated games, bargaining, and evolutionary equilibrium. Definitions are stated precisely while proofs stay readable. The author's official site hosts six free sample chapters and a complete solutions manual for every exercise.