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- W3212330324 abstract "Let X be a non-empty set and let E be an equivalence relation on X. The set of all mappings from X into X under composition is a semigroup and denoted by TX. The semigroup TX is called full transformation semigroup. Let TE?(X) be the set of all elements in TX that preserve E in double direction. This set forms a subsemigrup in TX. For totally ordered set X, we define OE?(X) as the set of all elements in TE?(X) that preserve the order. The set OE?(X) forms a subsemigrup of TE?(X) i.e. also a subsemigrup of TX. In this thesis, we discuss the Green’s relations in OE?(X). Moreover it is showed that OE?(X) is a regular semigroup." @default.
- W3212330324 created "2021-11-22" @default.
- W3212330324 creator A5014332764 @default.
- W3212330324 creator A5052509493 @default.
- W3212330324 date "2015-01-01" @default.
- W3212330324 modified "2023-09-23" @default.
- W3212330324 title "RELASI GREEN DAN REGULARITAS PADA SEMIGRUPTRANSFORMASI YANG MENGAWETKAN URUTAN DAN RELASIEKUIVALENSI DUA ARAH;GREEN’S RELATIONS AND REGULARITY FOR SEMIGROUPS OFTRANSFORMATIONS THAT PRESERVE ORDER AND A DOUBLEDIRECTION EQUIVALENCE" @default.
- W3212330324 hasPublicationYear "2015" @default.
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