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brožura Rezonovat tuberkulóza max cut cycles integrality gap 1 jehla Nezkrotný Anekdota

Integer Programs and Network Models
Integer Programs and Network Models

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

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Untitled

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

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

A Randomized Rounding Approach to the Traveling Salesman Problem
A Randomized Rounding Approach to the Traveling Salesman Problem

The Asymmetric Traveling Salesman Problem on Graphs with Bounded Genus
The Asymmetric Traveling Salesman Problem on Graphs with Bounded Genus

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

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

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

Optimization over Polynomials: Selected Topics
Optimization over Polynomials: Selected Topics

18.1 Graph Partitioning Problems
18.1 Graph Partitioning Problems

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

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

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

Maximum cut - Wikipedia
Maximum cut - Wikipedia

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

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

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

Integer Programs and Network Models
Integer Programs and Network Models

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

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

Branch-and-bound algorithms: A survey of recent advances in searching,  branching, and pruning - ScienceDirect
Branch-and-bound algorithms: A survey of recent advances in searching, branching, and pruning - ScienceDirect

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

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