Complex Multi-Fuzzy Relation for Decision Making using Uncertain Periodic Data

Al-Qudah, Yousef; Hassan, Nasruddin

doi:10.14419/ijet.v7i4.16976

Cited by 15 publications

(2 citation statements)

References 21 publications

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“…If we assign the values of membership as 0 and 1, then a FR becomes a classical relation. Tamir et al [ 4 ] proposed an overview of theory and applications of CFSs, Nasir et al [ 5 ] carried out the medical diagnosis and life span of ill people using the interval-valued CFRs, Bi et al [ 6 ] studied the parallelism of CFSs, Feng et al [ 7 ] came up with the idea of multiple FRs and their application to coupled fuzzy control, and Al-Quduh and Hassan [ 8 ] used uncertain periodic data and applied the CFRs in decision makings.…”

Section: Introductionmentioning

confidence: 99%

[Retracted] Analysis of Communication and Network Securities Using the Concepts of Complex Picture Fuzzy Relations

Nasir

Jan

Khan

et al. 2021

Computational Intelligence and Neuroscience

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In our lives, we cannot avoid the uncertainty. Randomness, rough knowledge, and vagueness lead us to uncertainty. In mathematics, the fuzzy set (FS) theory and logics are used to model uncertain events. This article defines a new concept of complex picture fuzzy relation (CPFR) in the field of FS theory. In addition, the types of CPFRs are also discussed to make the paper more fruitful. Today’s complex network architecture faces the ever-changing threats. The cyber-attackers are always trying to discover, catch, and exploit the weaknesses in the networks. So, the security measures are essential to avoid and dismantle such threats. The CPFR has a vast structure composed of levels of membership, abstinence, and nonmembership which models uncertainty better than any other structures in the theory. Moreover, a CPFR has the ability to cope with multivariable problems. Therefore, this article proposes modeling techniques based on the complex picture fuzzy information which are used to study the effectiveness and ineffectiveness of different network securities against several threats and cyber-attack practices. Moreover, the strength and preeminence of the proposed methods are verified by studying their comparison with the existing methods.

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Section: Introductionmentioning

confidence: 99%

[Retracted] Analysis of Communication and Network Securities Using the Concepts of Complex Picture Fuzzy Relations

Nasir

Jan

Khan

et al. 2021

Computational Intelligence and Neuroscience

View full text Add to dashboard Cite

show abstract

“…Abd Ulazeez et al [25] further developed the concept of the intuitionistic fuzzy relation, which extended the traditional fuzzy relation to capture the hesitancy and indeterminacy in decision-making processes. Yousef and Nasruddin (2018) proposed the idea of complex multi-fuzzy relations specifically tailored for decision-making problems [26]. The concept of δ-equalities of complex fuzzy relations was introduced by Guangquan in 2020 [27].…”

Section: Introductionmentioning

confidence: 99%

A Decision-Making Approach to Optimize COVID-19 Treatment Strategy under a Conjunctive Complex Fuzzy Environment

et al. 2023

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Symmetry is a key part of the study of basic forces and particles, as well as the creation of mathematical models that help scientists in various scientific disciplines understand complex events. Scientists can figure out what a system is made of and how it works by looking at its symmetry. They can then use this information to make predictions and create new materials and technologies. Humanity has conquered many once-fatal diseases due to medical research and technological advancements. Although this progress is encouraging, there are still a great many areas that require continual human efforts. An effort is made in this article to choose the best treatment strategy to completely manage the pandemic of COVID-19 under conjunctive complex fuzzy knowledge. In this paper, the concept of conjunctive complex fuzzy relations is presented and numerous set theoretical aspects of this phenomenon are established. The investigation of this ideology is further expanded to describe different sorts of essential structural conjunctive complex fuzzy relations. Matrix and graphical representations of the formation of these newly specified relations are also provided. Moreover, this concept has been successfully employed to provide a therapy strategy for a rapid recovery from COVID-19. Furthermore, a comparative analysis is conducted to demonstrate the validity and applicability of the suggested approaches compared to existing methods.

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A Predictive Analysis of Key Factors Defining the Successful International Trades in the Environment of Complex Cubic Fuzzy Information

Jan

Maqsood

Nasir

et al. 2022

Int. J. Fuzzy Syst.

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Complex Multi-Fuzzy Relation for Decision Making using Uncertain Periodic Data

Cited by 15 publications

References 21 publications

[Retracted] Analysis of Communication and Network Securities Using the Concepts of Complex Picture Fuzzy Relations

[Retracted] Analysis of Communication and Network Securities Using the Concepts of Complex Picture Fuzzy Relations

A Decision-Making Approach to Optimize COVID-19 Treatment Strategy under a Conjunctive Complex Fuzzy Environment

A Predictive Analysis of Key Factors Defining the Successful International Trades in the Environment of Complex Cubic Fuzzy Information

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