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Continuous Fuzzy Random Variables

2003
This Chapter is based on [1]. New material includes the applications in Section 8.5. We consider the fuzzy uniform in Section 8.2, the fuzzy normal is in Section 8.3, followed by the fuzzy negative exponential in Section 8.4. In each case of a fuzzy density function we first discuss how they are used to compute fuzzy probabilities and then we find ...
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The Joint Random-Fuzzy Variables

2018
In Chapter 9, it has been shown how two PDs can be combined to obtain a joint PD according to operators, called t-norms. Furthermore, it has been shown how, by applying different t-norms, different joint PDs are obtained.
Simona Salicone, Marco Prioli
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Some probabilistic inequalities for fuzzy random variables

2017
Summary: In this paper, the concepts of positive dependence and linearly positive quadrant dependence are introduced for fuzzy random variables. Also, an inequality is obtained for partial sums of linearly positive quadrant dependent fuzzy random variables.
Ahmadzade, Hamed   +3 more
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Fuzzy Set-Valued Random Variables

2002
In practice we are often faced with random experiments whose outcomes are not numbers but are expressed in inexact linguistic terms. For example, consider a group of individuals chosen at random who are questioned about the weather in a particular city on a particular winter’s day.
Shoumei Li   +2 more
openaire   +1 more source

Sums of Fuzzy Random Variables

2003
We need to introduce the idea of a fuzzy moment generation function and we will discuss the crisp case first.
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Functions of Fuzzy Random Variables

2003
We first discuss some theoretical results and then look at applications in the next two sections. The theoretical results are stated in terms of continuous fuzzy random variables.
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Microbial diversity in extreme environments

Nature Reviews Microbiology, 2021
Wen-Sheng Shu, Li-Nan Huang
exaly  

Fuzzy random variables

Information Sciences, 2001
openaire   +1 more source

Mechanisms and pathology of protein misfolding and aggregation

Nature Reviews Molecular Cell Biology, 2023
Nikolaos N Louros, Frederic Rousseau
exaly  

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