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The Stable Roommates Problem and Some Extensions David Manlove University of Glasgow

The Stable Roommates Problem and Some Extensions David Manlove University of Glasgow

The Stable Roommates Problem and Some Extensions David Manlove University of Glasgow Department of Computing Science. Supported by EPSRC grant GR/M13329 and Nuffield Foundation award NUF-NAL-02. Stable Roommates (SR): definition Input: 2 n persons; each person ranks all 2 n- 1

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1.18k views • 102 slides
UBE 602

UBE 602

UBE 602. Algorithm Complexity Theory Instructor : Kayhan Erciyes Lectures: W 13:30-16:15 Office Hours W 16:30-17.30 URL : http://www.ube.ege.edu.tr/~erciyes/ube602 Textbook: Algorithm Design by Jon Kleinberg and Eva Tardos . Addison Wesley, 2006.

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826 views • 70 slides
UBE 602

UBE 602

UBE 602. Algorithm Complexity Theory Instructor : Kayhan Erciyes Lectures: W 13:30-16:15 Office Hours W 16:30-17.30 URL : http://www.ube.ege.edu.tr/~erciyes/ube602 Textbook: Algorithm Design by Jon Kleinberg and Eva Tardos . Addison Wesley, 2006.

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716 views • 70 slides
A Grand Tour of Stable Matching Problems Progress and Challenges D avid Manlove

A Grand Tour of Stable Matching Problems Progress and Challenges D avid Manlove

A Grand Tour of Stable Matching Problems Progress and Challenges D avid Manlove University of Glasgow D epartment of C omputing Science. Supported by EPSR C grant GR/R84597/01 and Nuffield Foundation Award NUF-NAL-02. The Stable Marriage problem (SM) Input to the problem consists of:

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831 views • 62 slides
Prof. Swarat Chaudhuri

Prof. Swarat Chaudhuri

COMP 482: Design and Analysis of Algorithms. Prof. Swarat Chaudhuri. Spring 2013. Design. Algorithms. Analysis. What you will learn in this course. How to abstract messy, real-world problems by clean algorithmic problems How to solve those algorithmic problems (design)

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519 views • 41 slides
1.1 A First Problem: Stable Matching

1.1 A First Problem: Stable Matching

1.1 A First Problem: Stable Matching. Matching Residents to Hospitals. Goal. Given a set of preferences among hospitals and medical school students, design a self-reinforcing admissions process. Unstable pair: applicant x and hospital y are unstable if:

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435 views • 30 slides
Totally Unimodular Matrices

Totally Unimodular Matrices

Totally Unimodular Matrices. Simplex Algorithm . Elliposid Algorithm. Lecture 11: Feb 23. Integer Linear programs . Method: model a combinatorial problem as a linear program. Goal: To prove that the linear program has an integer optimum solution for every objective function.

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960 views • 29 slides
Stable Matching

Stable Matching

Stable Matching. Matching Residents to Hospitals. Goal . Given a set of preferences among hospitals and medical school students, design a self-reinforcing admissions process. Unstable pair : applicant x and hospital y form an unstable pair if: x prefers y to its assigned hospital.

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474 views • 26 slides
The Stable Marriage Problem

The Stable Marriage Problem

The Stable Marriage Problem. Algorithms and Networks. A Prize Winning Algorithm. Lloyd Shapley, Nobel Prize Winner 2012 in economics Obtained the prize for a number of contributions, one being the Gale-Shapley algorithm, discussed today.

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665 views • 18 slides
Assignment

Assignment

Assignment.

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71 views • 7 slides

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