## What is/are Fuzzy Prime?

Fuzzy Prime - In this paper, the relations between $ L $-fuzzy semi-prime (respectively, $ L $-fuzzy prime) ideals of a poset and $ L $-fuzzy semi-prime (respectively, $ L $-fuzzy prime) ideals of the lattice of all ideals of a poset are established.^{[1]}A study on fuzzy prime ideals in near-subtraction semigroups is already known.

^{[2]}In this paper, we first introduce and characterize [Formula: see text]-fuzzy prime subset of the ordered semigroups.

^{[3]}It investigates these notions and shown anew Result using intuinistic fuzzy points and non membership function incorparating with t-norm and s-norm to show aome results of fuzzy prime ideal.

^{[4]}We introduce the notions of hesitant fuzzy ideal, hesitant fuzzy prime ideal of a ring and hesitant fuzzy strongly prime ideal ,hesitant fuzzy 3- prime ideals.

^{[5]})is paper mainly focuses on building the fuzzy prime ideal theorem of residuated lattices.

^{[6]}We reveal the connections between MS-fuzzy ideals and several kinds of fuzzy ideals as fuzzy prime ideals, kernel fuzzy ideals, e-fuzzy ideals and closure fuzzy ideals.

^{[7]}In this paper we introduce the notions of Lfuzzy prime ideals, prime and maximal L-fuzzy ideals of a poset.

^{[8]}We introduce the notion of ideal, prime ideal, lter, fuzzy ideal, fuzzy prime ideal, fuzzy lter of ordered $Gamma$-semiring and study their properties and relations between them.

^{[9]}In this paper, the notions of fuzzy prime ideals and maximal fuzzy ideals of universal algebras are introduced by applying the general theory of algebraic fuzzy systems.

^{[10]}The purpose of this paper is to present some characterizations of almost fuzzy prime ideals and sub modules; and to introduce certain innovative fuzzy prime ideals and sub modules respectively.

^{[11]}Also, we introduce the notion of prime fuzzy ideal, fuzzy prime ideal and fuzzy prime ideal of the second kind of a residuated lattice and establish existing relationships between these types of fuzzy ideals.

^{[12]}

## fuzzy prime ideal

A study on fuzzy prime ideals in near-subtraction semigroups is already known.^{[1]}It investigates these notions and shown anew Result using intuinistic fuzzy points and non membership function incorparating with t-norm and s-norm to show aome results of fuzzy prime ideal.

^{[2]}We introduce the notions of hesitant fuzzy ideal, hesitant fuzzy prime ideal of a ring and hesitant fuzzy strongly prime ideal ,hesitant fuzzy 3- prime ideals.

^{[3]})is paper mainly focuses on building the fuzzy prime ideal theorem of residuated lattices.

^{[4]}We reveal the connections between MS-fuzzy ideals and several kinds of fuzzy ideals as fuzzy prime ideals, kernel fuzzy ideals, e-fuzzy ideals and closure fuzzy ideals.

^{[5]}In this paper we introduce the notions of Lfuzzy prime ideals, prime and maximal L-fuzzy ideals of a poset.

^{[6]}We introduce the notion of ideal, prime ideal, lter, fuzzy ideal, fuzzy prime ideal, fuzzy lter of ordered $Gamma$-semiring and study their properties and relations between them.

^{[7]}In this paper, the notions of fuzzy prime ideals and maximal fuzzy ideals of universal algebras are introduced by applying the general theory of algebraic fuzzy systems.

^{[8]}The purpose of this paper is to present some characterizations of almost fuzzy prime ideals and sub modules; and to introduce certain innovative fuzzy prime ideals and sub modules respectively.

^{[9]}Also, we introduce the notion of prime fuzzy ideal, fuzzy prime ideal and fuzzy prime ideal of the second kind of a residuated lattice and establish existing relationships between these types of fuzzy ideals.

^{[10]}