AbstractIn this paper, we introduce and study the concept of semistrictly convex fuzzy sets.We also prove that for the upper semicontinuous case, the class of semistrictly convex fuzzy sets lies between the convex and strictly convex classes. In addition, sufficient conditions for strict convexity are given, and important connections between these convex fuzzy sets are presented
summary:We analyze the existence of fuzzy sets of a universe that are convex with respect to certain...
The doctoral thesis focuses on the Studies on fuzzy Matroids and related topics.Since the publicat...
AbstractFollowing the seminal work of Zadeh on the definition of a convex fuzzy subset, three new ki...
[[abstract]]In this paper, we introduce and study the concept of semistrictly convex fuzzy sets.We a...
AbstractIn this paper, we introduce and study the concept of semistrictly convex fuzzy sets.We also ...
AbstractSince almost all practical problems are fuzzy and approximate, fuzzy decision making becomes...
AbstractFollowing the seminal work of Zadeh on the definition of a convex fuzzy subset, three new ki...
AbstractSince almost all practical problems are fuzzy and approximate, fuzzy decision making becomes...
The notions of convex analysis are indispensable in theoretical and applied Mathematics especially i...
It is well-known that the class of upper semicontinuous normal convex fuzzy sets with compact suppor...
AbstractThe notion of convexity and its various generalization is important for quantitative and qua...
AbstractProperties of the support and of the core of convex and strongly convex fuzzy sets are consi...
The notions of convex analysis are indispensable in theoretical and applied Mathematics especially i...
AbstractBy using parameterized representation of fuzzy numbers, criteria for a lower semicontinuous ...
Soft set theory is considered as one of the best effective toolwhich provides parameterization appro...
summary:We analyze the existence of fuzzy sets of a universe that are convex with respect to certain...
The doctoral thesis focuses on the Studies on fuzzy Matroids and related topics.Since the publicat...
AbstractFollowing the seminal work of Zadeh on the definition of a convex fuzzy subset, three new ki...
[[abstract]]In this paper, we introduce and study the concept of semistrictly convex fuzzy sets.We a...
AbstractIn this paper, we introduce and study the concept of semistrictly convex fuzzy sets.We also ...
AbstractSince almost all practical problems are fuzzy and approximate, fuzzy decision making becomes...
AbstractFollowing the seminal work of Zadeh on the definition of a convex fuzzy subset, three new ki...
AbstractSince almost all practical problems are fuzzy and approximate, fuzzy decision making becomes...
The notions of convex analysis are indispensable in theoretical and applied Mathematics especially i...
It is well-known that the class of upper semicontinuous normal convex fuzzy sets with compact suppor...
AbstractThe notion of convexity and its various generalization is important for quantitative and qua...
AbstractProperties of the support and of the core of convex and strongly convex fuzzy sets are consi...
The notions of convex analysis are indispensable in theoretical and applied Mathematics especially i...
AbstractBy using parameterized representation of fuzzy numbers, criteria for a lower semicontinuous ...
Soft set theory is considered as one of the best effective toolwhich provides parameterization appro...
summary:We analyze the existence of fuzzy sets of a universe that are convex with respect to certain...
The doctoral thesis focuses on the Studies on fuzzy Matroids and related topics.Since the publicat...
AbstractFollowing the seminal work of Zadeh on the definition of a convex fuzzy subset, three new ki...
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