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- W2250590782 abstract "K. D. Magill and S. Subbiah [4] have studied the semigroup of continuous selfmaps of a topological space. They have shown that the SchNtzenberger group of the ~-class containing a selfmap a is in a close relation to the group of homeomorphic selfmaps of the range of a . There arose a naturalproblem to find a generalization of the Sch~tzenberger group, which is in the similar relation to the semigroup of continuous selfmaps of the range of a. C. E. Clark and J. H. Carruth [I] introduced a notion of a SchHtzenberger monoid. In this paper SchGtzenberger monoids in an arbitrary semigroup of transformations are studied and it is shown that this notion is the generalization we were looking for." @default.
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- W2250590782 date "1989-01-01" @default.
- W2250590782 modified "2023-09-27" @default.
- W2250590782 title "ON SCHUTZENBERGER MON01DS IN TRANSFORNATIONS SEMIGROUPS" @default.
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