Back to Results
First PageMeta Content
Operations research / Approximation algorithms / Complexity classes / Polynomial-time approximation scheme / Job shop scheduling / Bin packing problem / Time complexity / Linear programming / David Shmoys / Theoretical computer science / Computational complexity theory / Applied mathematics


A Robust PTAS for Machine Covering and Packing! Martin Skutella and Jos´e Verschae Institute of Mathematics, TU Berlin, Germany {skutella,verschae}@math.tu-berlin.de Abstract. Minimizing the makespan or maximizing the m
Add to Reading List

Open Document

File Size: 223,66 KB

Share Result on Facebook

Company

Constructing Stable Solutions / Robust Solutions / /

/

Event

Reorganization / /

Facility

Jos´e Verschae Institute of Mathematics / /

Holiday

Assumption / /

IndustryTerm

α-competitive algorithms / relaxed online scenario / online load balancing / minimal solution / list scheduling algorithm / considered online scheduling problem / online scenario / online variant / randomized online algorithms / near-optimal solutions / online version / approximate solution / deterministic online algorithm / classical online setting / optimum solutions / online algorithm / fundamental online scheduling problems / tighter online model / possible deterministic algorithm / randomized online algorithm / online setting / online load balancing problems / optimum solution / exhaustive search / storage area networks / /

Organization

Jos´e Verschae Institute of Mathematics / Berlin Mathematical School / /

Person

Martin Skutella / /

Position

somewhat tighter online model / known as the bounded migration framework / /

ProgrammingLanguage

A# / /

Technology

online algorithm / following algorithm / load balancing / randomized online algorithms / randomized online algorithm / deterministic online algorithm / ESA / possible deterministic algorithm / list scheduling algorithm / procedure Algorithm / /

SocialTag