On-line computation and maximum-weighted hereditary subgraph problems
In this paper1 we study the on-line version of maximum-weighted hereditary subgraph problems. In our on-line model, the final instance (a graph with n vertices) is revealed in t clusters, 2 ≤ t ≤ n . We first focus on an on-line version of the maximumweighted hereditary subgraph problem. Then, we...
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University of Belgrade
2011-01-01
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doaj-20ac13fdb1b2420391c2c4b824a2fdae2020-11-24T22:43:07ZengUniversity of BelgradeYugoslav Journal of Operations Research0354-02431820-743X2011-01-01211112810.2298/YJOR1101011DOn-line computation and maximum-weighted hereditary subgraph problemsDemange MarcKouakou BernardSoutif EricIn this paper1 we study the on-line version of maximum-weighted hereditary subgraph problems. In our on-line model, the final instance (a graph with n vertices) is revealed in t clusters, 2 ≤ t ≤ n . We first focus on an on-line version of the maximumweighted hereditary subgraph problem. Then, we deal with the particular case of the independent set problem. We are interested in two types of results: the competitive ratio guaranteed by the on-line algorithm and hardness results that account for the difficulty of the problems and for the quality of algorithms developed to solve them.http://www.doiserbia.nb.rs/img/doi/0354-0243/2011/0354-02431101011D.pdfOn-line algorithmshereditary propertyindependent setcompetitive ratio |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Demange Marc Kouakou Bernard Soutif Eric |
spellingShingle |
Demange Marc Kouakou Bernard Soutif Eric On-line computation and maximum-weighted hereditary subgraph problems Yugoslav Journal of Operations Research On-line algorithms hereditary property independent set competitive ratio |
author_facet |
Demange Marc Kouakou Bernard Soutif Eric |
author_sort |
Demange Marc |
title |
On-line computation and maximum-weighted hereditary subgraph problems |
title_short |
On-line computation and maximum-weighted hereditary subgraph problems |
title_full |
On-line computation and maximum-weighted hereditary subgraph problems |
title_fullStr |
On-line computation and maximum-weighted hereditary subgraph problems |
title_full_unstemmed |
On-line computation and maximum-weighted hereditary subgraph problems |
title_sort |
on-line computation and maximum-weighted hereditary subgraph problems |
publisher |
University of Belgrade |
series |
Yugoslav Journal of Operations Research |
issn |
0354-0243 1820-743X |
publishDate |
2011-01-01 |
description |
In this paper1 we study the on-line version of maximum-weighted hereditary subgraph problems. In our on-line model, the final instance (a graph with n vertices) is revealed in t clusters, 2 ≤ t ≤ n . We first focus on an on-line version of the maximumweighted hereditary subgraph problem. Then, we deal with the particular case of the independent set problem. We are interested in two types of results: the competitive ratio guaranteed by the on-line algorithm and hardness results that account for the difficulty of the problems and for the quality of algorithms developed to solve them. |
topic |
On-line algorithms hereditary property independent set competitive ratio |
url |
http://www.doiserbia.nb.rs/img/doi/0354-0243/2011/0354-02431101011D.pdf |
work_keys_str_mv |
AT demangemarc onlinecomputationandmaximumweightedhereditarysubgraphproblems AT kouakoubernard onlinecomputationandmaximumweightedhereditarysubgraphproblems AT soutiferic onlinecomputationandmaximumweightedhereditarysubgraphproblems |
_version_ |
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