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Chapter Overview Games

Chapter Overview Games

Motivation Objectives Games and AI Games and Search Perfect Decisions Imperfect Decisions. Alpha-Beta Pruning Games with Chance Games and Computers Important Concepts and Terms Chapter Summary. Chapter Overview Games. http://media.arstechnica.com/news.media/dogs-playing-poker.jpg.

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1.02k views • 72 slides
Algorithms for solving sequential (zero-sum) games Main case in these slides: chess

Algorithms for solving sequential (zero-sum) games Main case in these slides: chess

Algorithms for solving sequential (zero-sum) games Main case in these slides: chess. Slide pack by Tuomas Sandholm. Rich history of cumulative ideas. Game-theoretic perspective. Game of perfect information Finite game Finite action sets Finite length

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443 views • 34 slides
Decision Analysis

Decision Analysis

Decision Analysis. Summer 2013. Let us flip a fair coin once (there is a fee). If you win I give you $102. If I win, you give me $100. How much fee will you pay me for playing the game: $5, $2, $1, $0? You can select any other amount. Let us flip a fair coin 1000 (there is a fee).

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515 views • 29 slides
An Intro to Game Theory

An Intro to Game Theory

An Intro to Game Theory. 15-451 Avrim Blum 12/02/03. test material. not test material. Plan for Today. 2-Player Zero-Sum Games (matrix games) Minimax optimal strategies General-Sum Games (bimatrix games) notion of Nash Equilibrium Proof of existence of Nash Equilibria

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443 views • 29 slides
Multi-Commodity Flow Based Routing

Multi-Commodity Flow Based Routing

Multi-Commodity Flow Based Routing. Set up ILP formulation for MCF routing Capacity of each edge in G is 2 Each edge in G becomes a pair of bi-directional arcs in F n 1 = { a,l }, n 2 = { i,c }, n 3 = { d,f }, n 4 = { k,d }, n 5 = { g,h }, n 6 = { b,k }. Flow Network.

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440 views • 18 slides
ISEN 601 Location Logistics

ISEN 601 Location Logistics

ISEN 601 Location Logistics. Dr. Gary M. Gaukler Fall 2011. Single Facility, Euclidean Distances. Total cost function: Properties:. Single Facility, Euclidean Distances. First order conditions:. Single Facility, Euclidean Distances. Iterative procedure:.

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353 views • 18 slides
Part 1 Nocooperative Equilibria in Normal Form Games

Part 1 Nocooperative Equilibria in Normal Form Games

Part 1 Nocooperative Equilibria in Normal Form Games. Part1-3 Some Classical Case in Game Theory. minimax method for zero-sum game. Maximin ?

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EMGT 5995 HW2--Problem 1

EMGT 5995 HW2--Problem 1

EMGT 5995 HW2--Problem 1

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856 views • 11 slides
Multi-agent Systems & Reinforcement Learning

Multi-agent Systems & Reinforcement Learning

Multi-agent Systems & Reinforcement Learning. A Presentation. What. Artificial Intelligence -> Distributed Artificial Intelligence Concerned with information management issues and distributed/parallel problem solving Distributed Artificial Intelligence -> Multi-agent Systems

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608 views • 10 slides
Game Trees

Game Trees

Kat Powell Daniel Christopher Igor Polyakov CS 134 Spring 2007. Game Trees. Each vertex (or node) represents a game state (point of choice for a player) Children of each node are positions that are reached by one move

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819 views • 7 slides

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