Branching and bounding improvements for global optimization algorithms with Lipschitz continuity properties

Bibliographic Details
Main Authors: Cartis, C, Fowkes, J, Gould, N
Format: Journal article
Published: Springer 2015
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author Cartis, C
Fowkes, J
Gould, N
author_facet Cartis, C
Fowkes, J
Gould, N
author_sort Cartis, C
collection OXFORD
description
first_indexed 2024-03-07T00:07:28Z
format Journal article
id oxford-uuid:7806d930-6121-4676-b896-a873c18a0b04
institution University of Oxford
last_indexed 2024-03-07T00:07:28Z
publishDate 2015
publisher Springer
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spelling oxford-uuid:7806d930-6121-4676-b896-a873c18a0b042022-03-26T20:28:06ZBranching and bounding improvements for global optimization algorithms with Lipschitz continuity propertiesJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:7806d930-6121-4676-b896-a873c18a0b04Symplectic Elements at OxfordSpringer2015Cartis, CFowkes, JGould, N
spellingShingle Cartis, C
Fowkes, J
Gould, N
Branching and bounding improvements for global optimization algorithms with Lipschitz continuity properties
title Branching and bounding improvements for global optimization algorithms with Lipschitz continuity properties
title_full Branching and bounding improvements for global optimization algorithms with Lipschitz continuity properties
title_fullStr Branching and bounding improvements for global optimization algorithms with Lipschitz continuity properties
title_full_unstemmed Branching and bounding improvements for global optimization algorithms with Lipschitz continuity properties
title_short Branching and bounding improvements for global optimization algorithms with Lipschitz continuity properties
title_sort branching and bounding improvements for global optimization algorithms with lipschitz continuity properties
work_keys_str_mv AT cartisc branchingandboundingimprovementsforglobaloptimizationalgorithmswithlipschitzcontinuityproperties
AT fowkesj branchingandboundingimprovementsforglobaloptimizationalgorithmswithlipschitzcontinuityproperties
AT gouldn branchingandboundingimprovementsforglobaloptimizationalgorithmswithlipschitzcontinuityproperties