'Marginal contribution' diaporamas de présentation

Vincent Conitzer and Tuomas Sandholm

Computing Shapley Values, Manipulating Value Distribution Schemes, and Checking Core Membership in Multi-Issue Domains. Vincent Conitzer and Tuomas Sandholm. Coalitional Games. Coalition formation is a key part of automated negotiation between self-interested agents

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Roberto Chierici (CNRS)

Roberto Chierici (CNRS). BLUE- new ideas . TOPLHCWG open session, 28 th -29 th November 2013. Introduction. Part I: new ideas and their implementation Weights and information in a BLUE combination Unknown correlations and conservativeness Work based on arXiv:1307.4003, submitted to EPJC

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CPS 296.1 Cooperative/coalitional game theory

CPS 296.1 Cooperative/coalitional game theory. Vincent Conitzer conitzer@cs.duke.edu. Cooperative/coalitional game theory. There is a set of agents N Each subset (or coalition ) S of agents can work together in various ways, leading to various utilities for the agents

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CPS 590.4 Cooperative/coalitional game theory

CPS 590.4 Cooperative/coalitional game theory. Vincent Conitzer conitzer@cs.duke.edu. Cooperative/coalitional game theory. There is a set of agents N Each subset (or coalition ) S of agents can work together in various ways, leading to various utilities for the agents

243 views • 17 slides

Cooperative/coalitional game theory

Cooperative/coalitional game theory. Vincent Conitzer conitzer@cs.duke.edu. Cooperative/coalitional game theory. There is a set of agents N Each subset (or coalition ) S of agents can work together in various ways, leading to various utilities for the agents

177 views • 17 slides

CPS 296.1 Cooperative/coalitional game theory

CPS 296.1 Cooperative/coalitional game theory. Vincent Conitzer conitzer@cs.duke.edu. Cooperative/coalitional game theory. There is a set of agents N Each subset (or coalition ) S of agents can work together in various ways, leading to various utilities for the agents

190 views • 17 slides

Economics 2301

Economics 2301. Lecture 23 Second Derivative. Need for Second Derivative. Several concepts in economics concern changes in the marginal contribution of a variable. Diminishing marginal Utility Increasing Marginal Cost.

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Beta

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Beta

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The use of linear programming for the allocation of scarce resources

LEARNING NOTE 11.1. The use of linear programming for the allocation of scarce resources. LN11.1 (1a). Linear programming. LN11.1 (1b). Example (cont.). LN11.1 (2). Materials constraint (8Y + 4Z ? 3,440 (When Y= 0, Z = 860; when Z= 0, Y = 430. LN11.1 (3).

208 views • 11 slides

Portfolio Management

Portfolio Management. Grenoble Ecole de Management MSc Finance 2011. Rate of return: examples. Example 1: rate of return An initial investment is made of EUR 100. One period later the value of the investment has risen to EUR 125. The rate of return of this investment is: .

207 views • 9 slides

1 Operations Strategy 2 Process Analysis Class 2a + 2b: Process Flow Analysis Class 3a: Capacity Investment The Product

Operations Management & Performance Modeling. 1 Operations Strategy 2 Process Analysis Class 2a + 2b: Process Flow Analysis Class 3a: Capacity Investment The Product Mix problem National Cranberry Coop. 3 Lean Operations 4 Supply Chain Management 5 Capacity Management in Services

472 views • 8 slides