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- W2354528121 abstract "All questions are discussed under this premise which let φ be an action of group G on set Ω.A sufficient and unnecessary condition between that G is an Abelian group and that Gφ is an Abelian group has obtained,the proof of its sufficiency has given and some counterexamples are given to explain its non-necessity.Considering distinction on their definition between an action of group G on set Ω and its inverse action,a sufficient and necessary condition between that Gφ is an Abelian group and φ which is an action of group on set is its inverse action has also obtained and proved." @default.
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- W2354528121 date "2010-01-01" @default.
- W2354528121 modified "2023-09-26" @default.
- W2354528121 title "Studying Image Set of Action of Group on Set with Abelian Group" @default.
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