Noncooperative Game Theory (eBook)

An Introduction for Engineers and Computer Scientists

João P. Hespanha (Autor)

eBook Download: PDF

2017
Princeton University Press (Verlag)
978-1-4008-8544-2 (ISBN)

Infos

João P. Hespanha is a professor in the Department of Electrical and Computer Engineering at the University of California, Santa Barbara. He is the author of Linear Systems Theory (Princeton).

Produkt-Details

• Erscheint lt. Verlag: 13.6.2017
• Verlagsort: Princeton
• Sprache: englisch
• Themenwelt: Mathematik / Informatik ► Informatik ► Theorie / Studium
• Themenwelt: Mathematik / Informatik ► Mathematik ► Angewandte Mathematik
• Schlagworte: A0 • action • action space • Addition • additive white Gaussian noise • admissible Nash equilibrium • advertising campaign • Almost surely • alternate play • average security level • battle of the sexes • behavioral policy • behavioral saddle-point equilibrium • Bell number • best-response equivalent games • Big O notation • bilateral symmetric game • bimatrix game • bimatrix potential • Boundary value problem • Chicken Game • Circuit Design • Compact space • completely mixed Nash equilibrium • Computation • Computational Complexity • computer network • Computer Science • congestion game • continuous function • continuous time cost-to-go • continuous time differential • continuous time dynamic • continuous time dynamic programming • Control Theory • Conversion Factor • Convex Analysis • convex hull • convex set • coordinate system • corollary • Cost curve • data structure • Decision-Making • Decision rule • Decision Tree • decoupled game • Degrees of freedom (statistics) • Designer • Design Methodology • Differentiable function • differential equation • differential game • Direct proof • discrete time cost-to-go • discrete time dynamic • discrete time dynamic programming • Distributed resource allocation • dummy game • dynamic game • Dynamic Programming • Economics • economist • Engineering • expected value • extensive form game representation • feedback game • fictitious play • finite one-player • Game Theory • GNU General Public License • Graphical method • hyperplane • identical interests • Inequality (mathematics) • information structure • Iteration • John von Neumann • Large Numbers • Lecture • linear algebra • linear program • Linear Programming • linear quadratic dynamic • Marginal cost • Mathematical Optimization • MATLAB • matrix games • Maxima and minima • Mechanism Design • minimax theorem • Minimum • mixed action space • mixed Nash equilibrium • mixed policy • mixed saddle-point equilibrium • mixed security policy • Monotonic Function • multi-agent system • multi-stage game • Nash Equilibrium • National Science Foundation • network routing • Noncooperative game theory • non-feedback game • non-zero-sum • Notation • N-player game • Numerical analysis • Open-loop • open-loop policy • optimization-based design • optimization problem • Optimization Toolbox • order interchangeability property • Outcome (game theory) • Outcome (probability) • Parameter • Pareto Efficiency • percentage • Policy • Potential Game • price of anarchy • Pricing • Probability • Probability Distribution • pure N-player game • pure policy • Pursuit-evasion • Quadratic • quadratic form • Quantity • Randomization • randomness • Random Variable • Recursion • recursive computation • regret • Reinhard Selten • Requirement • Resource Allocation • result • Robust Design • rock-paper-scissors • rope-pulling • Saddle point • saddle-point equilibrium • security level • security policy • Separating Hyperplane Theorem • Shannon–Hartley theorem • Shapley Value • simultaneous play • single-stage game • Special case • state feedback information structure • state-feedback policy • State Space • stochastic • stochastic policy • Strategy (game theory) • strictly dominating policy • Subset • subtraction • Sudoku puzzle • Suggestion • Summation • symmetry game • Tax • Theorem • Tic-Tac-Toe • transpose • tree structure • Uncertainty • Unexpected events • Variable (mathematics) • variable termination time • Verbosity • War of attrition • weakly dominating policy • Website • Weierstrass Theorem • zebra in the lake • zero-sum • zero sum dynamic • zero-sum matrix • zero-sum two-person
• ISBN-10: 1-4008-8544-2 / 1400885442
• ISBN-13: 978-1-4008-8544-2 / 9781400885442