Results 1 to 10 of about 484,540 (192)
HYBRID NORM PRODUCT AND RELATION STRUCTURES IN HEMIRINGS
In fuzzy logic, the triangular norm (𝑡- norm) is an operator that represents conjunctions. The concept of 𝑡- norm turned out to be a basic tool for probabilistic metric spaces, but also in several areas of mathematics, including fuzzy set theory, fuzzy
V. Keerthika +3 more
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Kearifan Lokal Pada Kabanti Masyarakat Buton dan Relevansinya dengan pendidikan Karakter
This article aimed to describe a local wisdom in kabanti of Buton’s people, like (a) local wisdom value of kabanti in term of religion, (b) local wisdom value of kabanti in term of norm, (c) local wisdom value of kabanti in term of social aspect, and (d)
Sahlan Sahlan
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Fourier Series Approximation in Besov Spaces
Defined on the top of classical Lp-spaces, the Besov spaces of periodic functions are good at encoding the smoothness properties of their elements.
Birendra Singh, Uaday Singh
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Multi-fuzzy Rough Sets based on Implicators and Continuous t-norms
This paper extends the study of multi-fuzzy rough sets using an implicator and a continuous t-norm and thus introduces multi-fuzzy rough sets based on fuzzy logical connectives.
Gayathri Varma, Sunil Jacob John
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Characterizations of Hyperrings by Fuzzy Hyperideals with Respect to A t-norm
In this paper, we inquire further into the properties on some kind fuzzy hyperideals and we study the hyperrings via T-fuzzy hyperideals. By means of the use of a triangular norm T, we define, characterize and study the T-fuzzy left and right hyperideals,
Kostaq Hila, Krisanthi Naka
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Ranking efficient DMUs using the Tchebycheff norm with fuzzy data in DEA [PDF]
In many real applications, the data of production processes cannot be precisely measured. Hence the input and output of Decision Making Units (DMUs) in Data Envelopment Analysis (DEA) may be imprecise or fuzzy-numbered. In original DEA models, inputs and
S. H. Mirzaei, A. Salehi
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Fuzzy system, as the main method of approximate reasoning, has been widely used to solve practical problems. The existing results on fuzzy systems were based on fuzzy sets, fuzzy if-then rule, and fuzzy inference.
Jiansheng Li, Zengtai Gong
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By using vague sets we generalize the notion of convex sets and introduce the notion of (α, β ,T )-convex vague sets and study their properties, where T is a triangular norm on [0, 1].
Arsham Borumand Saeid
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Formal Ordinal Sums of Triangular Norms on Modular Lattices
The formal ordinal sums of t-norms on the bounded lattice is defined by Saminger, but the formal ordinal sum need not be a t-norm. Hence, she provides a necessary and sufficient condition such that the formal ordinal sum is a t-norm indeed. In this paper,
Yang Luo
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Study on Sugeno Probability Integral of γ-fuzzy Operator
As an indispensable branch of fuzzy mathematics, fuzzy probability integral is an important integral form that relies on fuzzy probability and fuzzy measure, and is also a powerful tool for studying fuzzy mathematics. Aiming at the definition and theorem
ZHAO Hui, SHAN Yunxiao, JIANG Xinge
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