bck

Condition of Equivalence on BCK - Algebras ' Dual Ideal

关于BCK-代数对偶理想的充要条件

BCK / BCI algebras are two classes of logic algebras .

BCK／BCI代数是两类逻辑代数，BCI代数是BCK代数的推广。

These show that BCK / BCI algebras are considerably wide structures .

这些说明BCK／BCI代数是相当广泛的结构。

The Properties of Principal Ideal BCK - algebra

主理想BCK-代数的性质

So , it is important significance for investigation of BCK / BCI algebras .

因此，研究BCK／BCI代数就显得十分重要。

On BCK algebra and axiom system of the lattice of faces of cube

关于BCK-代数与立体格公理系统

This paper is to prove the condition of equivalence on BCK - Algebras ' dual ideal .

分别对BCK－代数对偶理想的充要条件和有界关联BCK－代数关于对偶理想的商代数进行了研究。

Inclusion Degree and Convergence in BCK - algebras

BCK-代数上的包含度及其收敛性

Properties of Bounded Incidence BCK Algebra

有界关联BCK代数的性质与刻画

Fuzzy Algebra , BCK algebra and Implication Semigroup

FI代数，BCK代数与关联半群

In this paper , the concepts of regular element and regular BCK algebra in BCK algebras are introduced .

本文给出了正则元、正则BCK&代数的概念。

In this paper , the Hamilton problem in BCK - algebras and BCI - algebras was discussed .

本文刻划了BCK一代数与BCI一代数中的Hamilton问题。

Several Equivalent Axiom Systems on BCK / BEI-Algebra

关于BCK／BCI－代数的几个等价公理系

Normalized form of quasi-commutation bci - ( bck - ) algebra

拟可换BCI-（BCK-）代数的标准型

On lattice implication algebras and BCK algebras

关于格蕴涵代数与BCK-代数

BCK - algebras Generated by Atoms

原子生成的BCK-代数

This extends totally the structure theorem of finite simple BCK algebras by Jiang Hao to the case of infinite simple BCK-algebras .

从而把姜豪的有限单BCK-代数结构定理完整地推广到无限的情形。

The relation between Hilbert-algebra and BCK algebra , and MV_ algebra as well , is studied .

同时，研究了Hilbert代数与BCK代数，MV代数的关系。

Adjoint semigroup of bounded implicative BCK algebra

有界蕴涵BCK代数的伴随半群

This thesis is devoted to study the structural properties of BCK / BCI algebras and their expansions NM algebras and lattice implication algebras .

本文主要研究BCK／BCI代数及其扩张NM代数和格蕴涵代数的结构性质。

Ordered BCK - Algebra

有序BCK&代数

Quotient Algebras of BCK - Algebras

BCK代数的商代数

The notion of BCI implicative ideals is introduced . It is a natural generalization of the notion of implicative ideals in BCK algebras .

引入一类新理想&BCI关联理想的概念，证明了它是BCK代数中关联理想概念在BCI代数中的自然推广。

A new definition of fuzzy maximal ideals in BCK / BCI algebras is introduced . It is shown that this new notion is more concise and general than ever before . Its properties are

给出了BCK／BCI代数的Fuzzy极大理想的一个新定义，它比Hoo和Sessa

Based on the BCK algebra homomorphism and isomorph , product is introduced and some qualities are given . Some isomorph theorems about Fuzzy BCK algebra with linear operator are obtained .

在BCK代数的同态同构基本定理基础上，引进了乘积并给出了它的性质，由此又进一步得到了关于模糊带算BCK代数乘积的同构定理，从而使模糊带算BCK代数的讨论更加深入。

In this paper , some properties of inclusion degree are studied , the concepts of super - convergence and sub - convergence of a net Φ R are introduced and the convergence is discussed in BCK - algebras .

本文研究了BCK-代数中的包含度若干性质，讨论了网ΦR的上下收敛性。

The Involutorial BCK - algebras

对合BCK&代数

On the basis of paper , the conception of dual element and dual set of BCI algebras is introduced . Some basic characters are discussed . The essential differenes between BCK algebra and BCI algebra is expounded .

本文引进了BCI代数的对合元及对合集的概念，并讨论了它们的一些基本性质，说明了BCK代数与BCI代数的本质差别。

Stolon growth with increasing nitrogen application rate was accelerated , In the determination of the period , the fastest growth rate is HC and BC , while HCK and BCK are slowest growth rate of stolons .

匍匐茎的生长速度随着氮肥施用量的增大而加快，在整个测定期生长速度最快的是HC和BC处理，HCK和BCK处理的匍匐茎生长速度最慢。

In this paper , we shall introduce the concept of discrete BCK algebra , and discuss its relation with BCK-algebra generated by atoms , positive implicative BCK-algebra , commutative BCK algebra and its self algebraic properties .

本文引入离散型BCK代数概念，并探讨它与原子生成的BCK代数、正关联BCK代数、交换BCK代数之间的关系及其自身的一些代数性质。