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Bck algebra pdf file: >> http://vvt.cloudz.pw/download?file=bck+algebra+pdf+file << (Download)
Bck algebra pdf file: >> http://vvt.cloudz.pw/read?file=bck+algebra+pdf+file << (Read Online)
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Neutrosophic subalgebras of several types in BCK="BCI"-algebras - Free download as PDF File (.pdf), Text File (.txt) or read online for free.
BCK/BCI-algebra X and several properties are investigated. to the bounded commutative BCK-algebras, and so on. The theory of fuzzy sets, proposed by Zadeh
Full-text (PDF) | In this paper, we characterize factor congruences in the quasivariety of BCK-algebras. As an application we prove that the free algebra over an
Bci algebra pdf Bci algebra pdf Bci algebra pdf DOWNLOAD! DIRECT DOWNLOAD! BCK algebras and BCI algebras were introduced in 1966 by K. Ideals of BCI-algebras are
Pseudo-BCK algebras as partial algebras any pseudo-BCK algebra can be partially ordered in a naturalway. Here, we will generally assume that all
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
BCK-algebra is a proper subclass of the class of BCI-algebra. Since then, Direct product of doubt intuitionistic fuzzy H-ideals in BCK/BCI-algebras
tion, on the other hand the notion of implication algebra ([14]). The class of all BCK-algebras is a quasivariety. K. Is eki posed an interesting problem
PDF File (170 KB) Article info and citation; First page; References; Article information. A class of special subsets of a $BCK$-algebra Harizavi, Habib,
SOME REMARKS ON BCK-ALGEBRAS This is an abstract of the paper presented at the seminar held by prof. A BCK-algebra such that any two elements have an upper bound, in
SOME REMARKS ON BCK-ALGEBRAS This is an abstract of the paper presented at the seminar held by prof. A BCK-algebra such that any two elements have an upper bound, in
Let (F, A) and (G, A) be two filteristic soft BCK-algebra over X. then their intersection (F,A) ? (G,B) is a filteristic soft BCK-algebra over X. Theorem 4.4.
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CHARACTERIZATIONS OF ANTI FUZZY POSITIVE 3 Definition 2.3 [9]. A non-empty subset I of a BCK-algebra X is called an ideal of X if it satisfies
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