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Cesta přebytek Martin Luther King Junior max cut cycles integrality gap 1 Falanga Podstatné sekvence

Lovász-Schrijver Reformulation
Lovász-Schrijver Reformulation

arXiv:1801.07937v3 [cs.DM] 12 Jan 2019
arXiv:1801.07937v3 [cs.DM] 12 Jan 2019

Mixed-integer programming techniques for the connected max- k -cut problem  | SpringerLink
Mixed-integer programming techniques for the connected max- k -cut problem | SpringerLink

SDP gaps and UGC-hardness for Max-Cut-Gain
SDP gaps and UGC-hardness for Max-Cut-Gain

Integer Programs and Network Models
Integer Programs and Network Models

PDF) On the Configuration-LP for Scheduling on Unrelated Machines
PDF) On the Configuration-LP for Scheduling on Unrelated Machines

On the Unique Games Conjecture
On the Unique Games Conjecture

On the Complexity of Unique Games and Graph Expansion
On the Complexity of Unique Games and Graph Expansion

Convex Relaxations and Integrality Gaps
Convex Relaxations and Integrality Gaps

Maximum cut - Wikipedia
Maximum cut - Wikipedia

with an integrality gap of almost 2 | Coursera
with an integrality gap of almost 2 | Coursera

CSC2411 - Linear Programming and Combinatorial Optimization Lecture 12:  Semidefinite Programming(SDP) Relaxation
CSC2411 - Linear Programming and Combinatorial Optimization Lecture 12: Semidefinite Programming(SDP) Relaxation

PDF) Approximate Max-Flow Min-(Multi)Cut Theorems and Their Applications
PDF) Approximate Max-Flow Min-(Multi)Cut Theorems and Their Applications

Mixed-integer programming techniques for the connected max- k -cut problem  | SpringerLink
Mixed-integer programming techniques for the connected max- k -cut problem | SpringerLink

Approximation Algorithms CS599 Homework 3 Date: December 5, 2014 Due:  December 12, 2014 1. Discrepancy. Consider a set system S
Approximation Algorithms CS599 Homework 3 Date: December 5, 2014 Due: December 12, 2014 1. Discrepancy. Consider a set system S

Integer Programs and Network Models
Integer Programs and Network Models

Strengthening Integrality Gaps for Capacitated Network Design and Covering  Problems
Strengthening Integrality Gaps for Capacitated Network Design and Covering Problems

Mixed-integer programming techniques for the connected max- k -cut problem  | SpringerLink
Mixed-integer programming techniques for the connected max- k -cut problem | SpringerLink

Improved Approximation Algorithms for Maximum Cut and Satis ability  Problems Using Semide nite Programming
Improved Approximation Algorithms for Maximum Cut and Satis ability Problems Using Semide nite Programming

A Unified Approach to Mixed-Integer Optimization: Nonlinear Formulations  and Scalable Algorithms
A Unified Approach to Mixed-Integer Optimization: Nonlinear Formulations and Scalable Algorithms

Improved Approximation Algorithms for Maximum Cut and Satis ability  Problems Using Semide nite Programming Introduction
Improved Approximation Algorithms for Maximum Cut and Satis ability Problems Using Semide nite Programming Introduction

CS261 Lecture14: Algorithms in Bipartite Graphs | in theory
CS261 Lecture14: Algorithms in Bipartite Graphs | in theory

Untitled
Untitled

CSCI 5654 Handout List Required reading is from Chvátal. Optional reading  is from these reference books: A: AMPL K: Karloff M:
CSCI 5654 Handout List Required reading is from Chvátal. Optional reading is from these reference books: A: AMPL K: Karloff M:

Lecture 4b 1 MAX-CUT
Lecture 4b 1 MAX-CUT

1 The Algorithm of Goemans and Williamson
1 The Algorithm of Goemans and Williamson

Mixed-integer programming techniques for the connected max- k -cut problem  | SpringerLink
Mixed-integer programming techniques for the connected max- k -cut problem | SpringerLink