TAILIEUCHUNG - Game Theory: Decisions, Interaction and Evolution

This book is an introduction to game theory from a mathematical perspective. It is intended to be a first course for undergraduate students of mathematics, but I also hope that it will contain something of interest to advanced students or researchers in biology and economics who often encounter the basics of game theory informally via relevant applications. In view of the intended audience, the examples used in this book are generally abstract problems so that the reader is not forced to learn a great deal of a subject – either biology or economics – that may be unfamiliar. Where a context is given, these are usually “classical” problems. | Springer Undergraduate Mathematics Series Advisory Board . Chaplain University of Dundee K. Erdmann Oxford University A. MacIntyre Queen Mary University of London L. . Rogers University of Cambridge E. Suli Oxford University . Toland University of Bath Other books in this series A First Course in Discrete Mathematics I. Anderson Analytic Methods for Partial Differential Equations G. Evans J. Blackledge P. Yardley Applied Geometry for Computer Graphics and CAD Second Edition D. Marsh Basic Linear Algebra Second Edition . Blyth and . Robertson Basic Stochastic Processes Z. BrzeZniak and T. Zastawniak Calculus of One Variable . Hirst Complex Analysis . Howie Elementary Differential Geometry A. Pressley Elementary Number Theory . Jones and . Jones Elements of Abstract Analysis M. Ó Searcóid Elements of Logic via Numbers and Sets . Johnson Essential Mathematical Biology . Britton Essential Topology . Crossley Fields and Galois Theory . Howie Fields Flows and Waves An Introduction to Continuum Models . Parker Further Linear Algebra . Blyth and . Robertson General Relativity . Woodhouse Geometry R. Fenn Groups Rings and Fields . Wallace Hyperbolic Geometry Second Edition . Anderson Information and Coding Theory . Jones and . Jones Introduction to Laplace Transforms and Fourier Series . Dyke Introduction to Lie Algebras K. Erdmann and . Wildon Introduction to Ring Theory . Cohn Introductory Mathematics Algebra and Analysis G. Smith Linear Functional Analysis . Rynne and . Youngson Mathematics for Finance An Introduction to Financial Engineering M. CapiAski and T. Zastawniak Matrix Groups An Introduction to Lie Group Theory A. Baker Measure Integral and Probability Second Edition M. CapiAski and E. Kopp Metric Spaces M. Ó Searcóid Multivariate Calculus and Geometry Second Edition S. Dineen Numerical Methods for Partial Differential Equations G. Evans J. Blackledge Probability .

• Sinh học
• Strategic Behaviour
• Optimal Behaviour
• Decision Processes
• Policy Improvement
• Static Games
• Dynamic Games
• Basic Marketing
• Lecture Basic Marketing
• Marketing opportunities
• Strategic market planning
• Buying behaviour of business
• Organizational customers
• Economic theories
• Markets in action
• Consumer behaviour
• Competitive markets
• Imperfect competition
• Fundamentals of marketing
• The planning process
• Industrial buyer behaviour
• Segmentation targeting
• Marketing research
• Strategic marketing
• Marketing management
• Analysing relationships
• The value chain
• Competitor analysis
• Customer behaviour
• Strategic marketing planning
• Advances in applied economic research
• International Conference on Applied Economics
• Trinities in political economy
• Strategic IT alignment
• Modelling farmers’ behaviour
• Positive mathematical programming
• Non optimal currency areas
• Stochastic Games
• Economics
• Finance
• Queuing Theory
• Optimization
• Stochastic Control
• instruments dynamic learning
• dynamic enables learning
• document dynamic enable learning
• Lotteries and casino games
• inflow distortion
• rotor stator interactions
• stochastic optimization
• transonic flows
• Biology versus Economics
• Selection Dynamics
• Game Dynamics
• Three Strategy Games
• Fictitious Play
• The Replicator Dynamic
• 12
• The pursuit game
• Time scale
• Admissible control
• Delay in information
• Dynamic equations on time scales