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.
MUKKAMALA, S. R. (2024). FIXED POINTS AND CUT-HOMOMORPHISMS GENERATED BY ACTIONS OF A BE-ALGEBRA ON ITS SUBALGEBRA. Journal of Algebraic Systems, (), -. doi: 10.22044/jas.2023.12275.1652
MLA
SAMBASIVA RAO MUKKAMALA. "FIXED POINTS AND CUT-HOMOMORPHISMS GENERATED BY ACTIONS OF A BE-ALGEBRA ON ITS SUBALGEBRA". Journal of Algebraic Systems, , , 2024, -. doi: 10.22044/jas.2023.12275.1652
HARVARD
MUKKAMALA, S. R. (2024). 'FIXED POINTS AND CUT-HOMOMORPHISMS GENERATED BY ACTIONS OF A BE-ALGEBRA ON ITS SUBALGEBRA', Journal of Algebraic Systems, (), pp. -. doi: 10.22044/jas.2023.12275.1652
VANCOUVER
MUKKAMALA, S. R. FIXED POINTS AND CUT-HOMOMORPHISMS GENERATED BY ACTIONS OF A BE-ALGEBRA ON ITS SUBALGEBRA. Journal of Algebraic Systems, 2024; (): -. doi: 10.22044/jas.2023.12275.1652
)