Dynamically Stable Sets in Infinite Strategy Spaces.

Evolutionary game theory has largely focused on finite games. Dynamic stability is harder to attain in infinite strategy spaces; Bomze [Bomze, I., 1990. Dynamical aspects of evolutionary stability. Monatsh. Math. 110, 189-206] and Oechssler and Riedel [Oechssler, J., Riedel, F., 2001. Evolutionary d...

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Главный автор: Norman, T
Формат: Journal article
Язык:English
Опубликовано: Elsevier 2008
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author Norman, T
author_facet Norman, T
author_sort Norman, T
collection OXFORD
description Evolutionary game theory has largely focused on finite games. Dynamic stability is harder to attain in infinite strategy spaces; Bomze [Bomze, I., 1990. Dynamical aspects of evolutionary stability. Monatsh. Math. 110, 189-206] and Oechssler and Riedel [Oechssler, J., Riedel, F., 2001. Evolutionary dynamics on infinite strategy spaces. Econ. Theory 17, 141-162] provide conditions for the stability of rest points under the replicator dynamics. Here, conditions are given for the stability of sets of strategies under this process.
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institution University of Oxford
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spelling oxford-uuid:04544a85-cf8d-4c74-9c1c-79b9cf10b0022022-03-26T08:51:10ZDynamically Stable Sets in Infinite Strategy Spaces.Journal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:04544a85-cf8d-4c74-9c1c-79b9cf10b002EnglishDepartment of Economics - ePrintsElsevier2008Norman, TEvolutionary game theory has largely focused on finite games. Dynamic stability is harder to attain in infinite strategy spaces; Bomze [Bomze, I., 1990. Dynamical aspects of evolutionary stability. Monatsh. Math. 110, 189-206] and Oechssler and Riedel [Oechssler, J., Riedel, F., 2001. Evolutionary dynamics on infinite strategy spaces. Econ. Theory 17, 141-162] provide conditions for the stability of rest points under the replicator dynamics. Here, conditions are given for the stability of sets of strategies under this process.
spellingShingle Norman, T
Dynamically Stable Sets in Infinite Strategy Spaces.
title Dynamically Stable Sets in Infinite Strategy Spaces.
title_full Dynamically Stable Sets in Infinite Strategy Spaces.
title_fullStr Dynamically Stable Sets in Infinite Strategy Spaces.
title_full_unstemmed Dynamically Stable Sets in Infinite Strategy Spaces.
title_short Dynamically Stable Sets in Infinite Strategy Spaces.
title_sort dynamically stable sets in infinite strategy spaces
work_keys_str_mv AT normant dynamicallystablesetsininfinitestrategyspaces