Results 261 to 270 of about 2,598,437 (295)

Mathematical Philosophy and Fuzzy Logic

2020
Mathematics in general is an abstraction. Of course, if it is not an easy subject, but in the same time it is rewarding one. We have to keep in mind that Mathematics is a part of our culture. In developed, developing and underdeveloped countries nobody can count himself truly good educated without Mathematical Concepts.
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Mathematical fuzzy logic with many dual hedges

Proceedings of the Fifth Symposium on Information and Communication Technology - SoICT '14, 2014
This paper proposes an axiomatization of mathematical fuzzy logic with many dual hedges. We extend an axiomatization of mathematical fuzzy logic with one truth-stressing and one truth-depressing hedges as an expansion of a core fuzzy logic with new unary connectives by Esteva et al.
Van Hung Le 0001, Fei Liu 0003, Dinh Khang Tran   +2 more
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Connecting Systems of Mathematical Fuzzy Logic with Fuzzy Concept Lattices

2018
Peer ...
Pietro Codara, Francesc Esteva, Lluís Godo, Diego Valota   +3 more
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Mathematical modeling of the lambda switch: A fuzzy logic approach

Journal of Theoretical Biology, 2009
Gene regulation plays a central role in the development and functioning of living organisms. Gaining a deeper qualitative and quantitative understanding of gene regulation is an important scientific challenge. The Lambda switch is commonly used as a paradigm of gene regulation.
Laschov, Dmitriy, Margaliot, Michael
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Fuzzy Set-Based Approximate Reasoning and Mathematical Fuzzy Logic

2013
Zadeh proposed and developed the theory of approximate reasoning in a long series of papers in the 1970’s (see e.g. [28–32, 34, 35]), at the same time when he introduced possibility theory [33] as a new approach to uncertainty modeling. His original approach is based on a fuzzy set-based representation of the contents of factual statements (expressing ...
Francesc Esteva, Lluís Godo
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Triangular norm-based mathematical fuzzy logics

2005
We consider particular classes of infinite-valued propositional logics which are strongly related to t-norms as conjunction connectives and to the real unit interval as set of their truth degrees.
Gottwald, S., Hájek, P. (Petr)
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Mathematical Foundations of Fuzzy Logic

1999
Our motivation to enter into the foundations of fuzzy logic is based on five aspects. First, fuzzy logic complements parity logic in a unique way and represents currently the most versatile branch of approximate and causal reasoning, in particular with respect to fuzzy cognitive maps in almost every field of psychology.
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Mathematical fuzzy logic and natural numbers

Fundam. Informaticae, 2007
Recently, Grzegorczyk has posed the following problem: When weakening Robinson's arithmetic \(Q\) by replacing the binary operations of addition and multiplication by ternary operations that define functions possibly not total, is such a theory still essentially undecidable such as Robinson's classical arithmetic?
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(Mathematical) Modelling of MIC by Fuzzy Logic

2016
For a rather complex phenomenon like MIC that not only involves the interaction bwteen lifeless elements of electrochemistry but does also involve the actvity of living things such as bacteria, it may seem too ambitious a target to be able to define a predicatble model based on mathematics.
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Mediative fuzzy logic mathematical model: A contradictory management prediction in COVID-19 pandemic

Applied Soft Computing Journal, 2021
Vishnu Narayan Mishra, M K Sharma, Nitesh Dhiman   +2 more
exaly