'Row player' diaporamas de présentation

Issues on the border of economics and computation ?????? ????? ????? ??????

Issues on the border of economics and computation ?????? ????? ????? ??????. INTRODUCTION. Instructors. Dr. Liad Blumrosen ?"? ???? ???????? Department of economics, huji . Dr. Michael Schapira ?"? ????? ????? School of computer science and engineering, huji .

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NET PLAY

NET PLAY. Created by Tom Craig Technical Assistance by Gloria Cox Adapted by Al Cleary Version 34 17 Aug 13.

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Lirong Xia

Introduction to Game Theory. Lirong Xia. Voting: manipulation (ties are broken alphabetically). >. >. > >. YOU. Plurality rule. > >. Bob. > >. Carol. What if everyone is incentivized to lie?. >. >. YOU. Plurality rule. >. >. >. >. Bob. Carol.

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ECO 610: Lecture 9

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Game Theory

Game Theory. Developed to explain the optimal strategy in two-person interactions. Initially, von Neumann and Morganstern Zero-sum games John Nash Nonzero-sum games Harsanyi, Selten Incomplete information. An example: Big Monkey and Little Monkey. c. w. Big monkey. c. w. c.

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Issues on the border of economics and computation ?????? ????? ????? ??????

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Lecture 4 Nash Equilibrium and Strategic Uncertainty

Lecture 4 Nash Equilibrium and Strategic Uncertainty.

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6.896: Topics in Algorithmic Game Theory

6.896: Topics in Algorithmic Game Theory. Lecture 12. Constantinos Daskalakis. The Lemke- Howson Algorithm. The Lemke- Howson Algorithm (1964). Problem: Find an exact equilibrium of a 2-player game. Since there exists a rational equilibrium this task is feasible.

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LP Duality

LP Duality. Lecture 13: Feb 28. Min-Max Theorems. In bipartite graph, Maximum matching = Minimum Vertex Cover. In every graph, Maximum Flow = Minimum Cut. Both these relations can be derived from the combinatorial algorithms.

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Social Networks 101

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Game Theory

Game Theory. Here we study a method for thinking about oligopoly situations. As we consider some terminology, we will see the simultaneous move, one shot game. Simultaneous Move, One Shot Games.

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Commitment to Correlated Strategies

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Matrix Games

Matrix Games. Mahesh Arumugam Borzoo Bonakdarpour Ali Ebnenasir CSE 960: Selected Topics in Algorithms and Complexity Instructor: Dr. Torng. Outline. Basic concepts Problem statement LP Formulation of Matrix Games Minimax Theorem Gambling Bluffing and Underbidding. Basic Concepts.

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Section 2d Game theory

Section 2d Game theory. Game theory is a way of thinking about situations where there is interaction between individuals or institutions. The parties may have conflicting interests. The theory is a structure to help us sort out our thinking in these situations. Strategy.

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CPS 196.2 Learning in games

CPS 196.2 Learning in games. Vincent Conitzer conitzer@cs.duke.edu. Learning in (normal-form) games. Approach we have taken so far when playing a game: just compute an optimal/equilibrium strategy Another approach: learn how to play a game by playing it many times, and

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Game Theory

Game Theory. Here we study a method for thinking about oligopoly situations. As we consider some terminology, we will see the simultaneous move, one shot game. Oligopoly

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The Saddle Point of a Matrix

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