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Table of contents
- Fuzzy algebra thesis in 2021
- Who created algebra
- How to do algebra
- Fuzzy algebra thesis 04
- Fuzzy algebra thesis 05
- Fuzzy algebra thesis 06
- Fuzzy algebra thesis 07
- Fuzzy algebra thesis 08
Fuzzy algebra thesis in 2021
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The concept of abstract algebra on intuitionistic fuzzy sets were introduced and some basic theorems were proved by authors in 2017.
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By using computer algorithms in fuzzy logic one can mimic human thinking.
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In this study, homomorphism between intuitionistic fuzzy abstract algebras is defined, intuitionistic fuzzy function is examined and then intuitionistic fuzzy congruence relations are defined on intuitionistic fuzzy abstract algebra.
Who created algebra
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Accordingly, the set of complete the fuzzy subsets of a bounded set have been accepted not to form a Boolean algebra.
The aim of this thesis is to develop the fuzzy relational concretion.
How to do algebra
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The fuzzy subsets of a finite settled form a Boolean algebra if the proposed definition of the complement functioning is considered.
Since 1965 when the blurry logic and foggy algebra were introduced by lotfi zadeh, the fuzzy hypothesis successfully found its applications in the wide range of subject fields.
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Fuzzy algebra thesis 04
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Since, this boolean algebra is formed aside the fuzzy subsets of a set.
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To evolve this calculus, we study four pure mathematics formalisations of muzzy relations which ar called fuzzy relation back algebras.
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Fuzzy algebra thesis 06
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Fuzzy algebra thesis 07
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Last Update: Oct 2021