FIXED POINTS AND CUT-HOMOMORPHISMS GENERATED BY ACTIONS OF A BE-ALGEBRA ON ITS SUBALGEBRA
Publish place: Journal of Algebraic Systems، Vol: 13، Issue: 1
Publish Year: 1404
Type: Journal paper
Language: English
View: 57
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Document National Code:
JR_JAS-13-1_001
Index date: 30 January 2025
FIXED POINTS AND CUT-HOMOMORPHISMS GENERATED BY ACTIONS OF A BE-ALGEBRA ON ITS SUBALGEBRA abstract
The concept of actions of a BE-algebra on its subalgebra is introduced and certain properties of these actions are derived. The notion of cut-homomorphisms is introduced in BE-algebras and proved that the class of all cut-homomorphisms forms an ordered BE-algebra. Properties of fixed points of cut-homomorphisms of BE-algebras are investigated and a set of equivalent conditions is given for any two cut-homomorphisms are equal in the sense of mappings.
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FIXED POINTS AND CUT-HOMOMORPHISMS GENERATED BY ACTIONS OF A BE-ALGEBRA ON ITS SUBALGEBRA authors
Mukkamala Sambasiva Rao
Department of Mathematics, MVGR College of Engineering, Vizianagaram, Andhra Pradesh, India-۵۳۵۰۰۵.
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