homomorphisms

In this paper, we introduce the concept of pre-homomorphism and characterize F-abundant semigroups in terms of pre- homomorphisms .

This paper is devoted exclusively to the properties on regular *- semigroups and one sided homomorphisms on semigroups.

Therefore, many notions that apply to rings and homomorphisms stem from geometric intuition.

AimTo study the notions of topological subalgebras, topological ideals and topological homomorphisms in topological BCI-algebras.

Then the homomorphisms and isomorphisms of GV-semigroups were given by using the family maps.

A Characterization for A Family of Canonical Module Homomorphisms on Random Seminormed Modules to be Equicontinuous

Inclusion maps tend to be homomorphisms of algebraic structures;

Homomorphisms from General Linear Groups over the Field of Two Elements to Linear Groups over any Field

Adjoint Operators of Densely Defined Module Homomorphisms on Complete Random Inner Product Modules

Homomorphisms from Differential - Order Special Linear Groups over Skew Fields

Homomorphisms of a New Kind of Intuitive Fuzzy Groups

Some Results of the Generalized Inverses of Module Homomorphisms

Homomorphisms from Extensions of Torus Algebra

Homomorphisms in Lattices of Quantum Automata

Homomorphisms and their Kernels and Ranges

Fuzzy Mappings and Fuzzy Weak Homomorphisms of Rings