homomorphisms

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1.
In this paper, we introduce the concept of pre-homomorphism and characterize F-abundant semigroups in terms of pre- homomorphisms .
主要是通过引入了预同态这一新的概念阐述F-富足半群的结构。
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2.
This paper is devoted exclusively to the properties on regular *- semigroups and one sided homomorphisms on semigroups.
本文研究正则~*-半群的性质和半群的单边同态及单边同余。
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3.
Therefore, many notions that apply to rings and homomorphisms stem from geometric intuition.
从而，环与同态中许多概念都源于几何直觉。
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4.
AimTo study the notions of topological subalgebras, topological ideals and topological homomorphisms in topological BCI-algebras.
目的为研究拓扑BCI代数的拓扑子代数、拓扑理想和拓扑同态的概念。
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5.
Then the homomorphisms and isomorphisms of GV-semigroups were given by using the family maps.
利用此类映射，给出GV-半群同态和同构的性质。
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6.
A Characterization for A Family of Canonical Module Homomorphisms on Random Seminormed Modules to be Equicontinuous
随机半范模上等度连续的典则模同态族的特征
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7.
Inclusion maps tend to be homomorphisms of algebraic structures;
内含映射倾向于代数结构的同态；
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8.
Homomorphisms from General Linear Groups over the Field of Two Elements to Linear Groups over any Field
二元域上一般线性群到任意域上一般线性群的同态
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9.
Adjoint Operators of Densely Defined Module Homomorphisms on Complete Random Inner Product Modules
完备随机内积模上稠定模同态的共轭算子
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10.
Homomorphisms from Differential - Order Special Linear Groups over Skew Fields
体上不同阶特殊线性群的同态
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