相关期刊:《Journal of Mathematical Research with Applications》《Chinese Quarterly Journal of Mathematics》《Journal of Applied Mathematics and Physics》《Journal of Harbin Institute of Technology(New Series)》更多>>
In handing information regarding various aspects of uncertainty, non-classical-mathematics (fuzzy mathematics or great extension and development of classical mathematics) is considered to be a more powerful technique ...
Supported by Ningbo Natural Science Foundation Project(Grant No.2013A610100);the Twelfth Five-Year Plan of Zhejiang Province Key Discipline-Computer Application Technology(Grant No.20121114);the Science Foundation Project of Ningbo University(Grant No.XYL13004)
In this paper, we apply the rough set theory to pseudo-BCK-algebras. As a generalization of pseudo-BCK-algebras, the notions of rough pseudo-BCK-algebras, rough subalgebras and rough pseudo-filters are introduced and ...
Supported by the National Science Foundation of China(60774073)
In this paper, as a generalization of the notion of(∈, ∈∨ q)-fuzzy ideals, we introduced the notion of(∈, ∈∨ qδ)-fuzzy ideals and investigated their properties in BCKalgebras. Several equivalent characterizatio...
In this paper we develop a theory of localization for bounded commutative BCK-algebras. We try to extend some results from the case of commutative Hilbert algebras (see [1]) to the case of commutative BCK-alge- bras.
The BCK/BCI/BCH-algebras finds general algebra system than Boolean algebras system. This paper presents a novel class of algebras of type (2, 0) called BCL-algebras. We found the BCL-algebras to be more extensive clas...
We prove that the adjoint semigroup of an implicative BCK algebra is an upper semilattice, and the adjoint semigroup of an implicative BCK algebra with condition(s) is a generalized Boolean algebra. Moreover we prov...
In this paper, we use the notion of fuzzy point to study ideal and positive implicative ideal in BCK algebras, then we clarify the links between the fuzzy point approach, the classical fuzzy approach and the ordinary ...
Adjoint semigroups of BCI algebras were introduced by Huang [1] and some of its important properties were obtained. In this paper,some characterizations of positive implicative BCK algebras are given by discussing the...
We investigate some properties of BCC-algebras and prove the following results: (1)any BCC-algebra X has a subalgebra (2) the dual algebra of Z(X) is a BCK-algebra.
The purpose of this note is to solve the following problem proposed by W.H.Cornish[2] in 1982:Whether the variety of implicative BCK-algebras is 2-based.Our answer is affirmative.This va-riety is 2-based and an equati...