[PDF] Top 20 Coding theory and hyper BCK-algebras

... study coding theory in the context of hyper ...about hyper BCK-algebraic that we will use in the ...of hyper BCK-valued functions and investigated several of their ...of ... See full document

... Although algebra and topology seem to differ generally in their nature, they appear together in some areas of mathematics such as functional analysis, dynamical systems, and representation theory. Previous studies ... See full document

... of BCK-algebras was initiated by Is´eki [7] as a generalization of the concept of set-theoretic difference and propositional ...of BCK-algebras is a ...a BCK-algebra and proved that the ... See full document

... of BCK-algebras was initiated by ...hyperstructure theory (or multialgebras) was introduced in 1934 by ...to BCK-algebras and introduced the notion of a hyper BCK-algebra ... See full document

... a hyper-measurable structure on U if B is a σ-field in PU and ˙ U ⊆ ...a hyper-measurable structure PU, B on U, a random set on U is defined to be a mapping ξ : Ω → PU which is A-B measurable, that ... See full document

... of BCK-algebras was initiated by Iséki in 1966 as a generalization of the concept of set-theoretic difference and propositional ...ideal theory of BCK-algebras. The hyperstructure ... See full document

... The hyper structure theory (called also multialgebras) is introduced in 1934 by ...on hyper groups, especially in France and in the United States, but also in Italy, Russia and ...Japan. Hyper ... See full document

... The hyper structure theory (also called multialgebras) was intro- duced in 1934 by Marty [6] at the 8th Congress of Scandinavian ...of hyper structures has been hyper structures with many ... See full document

... The hyper structure theory (called also multialgebras) is intro- duced in 1934 by Marty [5] at the 8th Congress of Scandinavian ...of hyper structures has been seen. Hyper structures have many ... See full document

... Boolean algebras with operators. In recent years, hoop theory was enriched with deep structure ...product algebras and G¨odel algebras are the most known classes of ...Hypersructure ... See full document

... The hyper structures theory (called also multialgebras) is introduced in 1934 by ...maticians. Hyper structures have many applications to several sectors of both pure and applied parts of mathematics ... See full document

... of BCK-algebra as a generalization of the concept of set-theoretic difference and propositional ...hyperstructure theory to BCK-algebras and introduced the notion of hyper ... See full document

... appropriate theory for dealing with uncertainties is the theory of fuzzy sets developed by Zadeh [16] in ...hyperstructure theory. Several studies were fuzzy theory is applied to ... See full document

... hyperstructure theory at the 8th Congress of Scandinavian ...of hyper BCK- algebra by Y. Jun et al. [11], hyper BCI-algebra by ...a hyper BCK-algebra, constructed a quotient ... See full document

... Hyperstructure theory was introduced in 1934 by ...to BCK-algebras [8] and X.X. Long introduced hyper BCI-algebras [10] as a generalization of ...of hyper BCI-ideals are also ... See full document

... 1. Introduction. After the introduction of the concept of fuzzy sets by Zadeh [9] several researches were conducted on the generalizations of the notion of fuzzy sets. The idea of “intuitionistic fuzzy set” was first ... See full document

... set theory does not reflect the real life problems exactly, ...abstract algebras, BCK- algebra and BCI- ...to BCK- ...in BCK- ...in BCK algebra and vague ideal in BCK- ... See full document

... Proof. Let x, y, z ∈ H be such that ((x ◦ z) ◦ (y ◦ x)) ∩ I = ∅ and z ∈ I. Then we have ((x ◦ (y ◦ x)) ◦ z) ∩ I = ∅ . It follows from Proposition 3.5 that x ◦ (y ◦ x) < I so from (3.2) that x ∈ I . Therefore I is a ... See full document

... set theory is applied to several parts which is referred to the site ...in BCK/BCI-algebras based on neutrosophic ...in BCK/BCI ...in BCK/BCI-algebras, and in- vestigated several ... See full document

... The associated graphs of BCK/BCI-algebras will be studied. To do so, the notions of l-prime quasi-ideals and zero divisors are first introduced and related properties are investigated. The concept of ... See full document