Z-Number-Based Maximum Expected Linear Programming Model with Applications
Mathematics, 2023 In research of a better description for information uncertainty, Z-numbers, which are related to both the objective information and the subjective criticism, were first conceptualized by Zadeh.
Meng Yuan +3 more
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CoRR, 2021 Because of the efficiency of modeling fuzziness and vagueness, Z-number plays an important role in real practice. However, Z-numbers, defined in the real number field, lack the ability to process the quantum information in quantum environment. It is reasonable to generalize Z-number into its quantum counterpart.
Jixiang Deng, Yong Deng 0001
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Multi-Layer Decision Methodology For Ranking Z-Numbers [PDF]
International Journal of Computational Intelligence Systems, 2015 The new concept of a – number has been recently introduced in decision making analysis. This concept is capable of effectively dealing with uncertainty in information about a decision. As this concept is relatively new in fuzzy sets, its underlying
Ahmad Syafadhli Abu Bakar +1 more
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Pentapartitioned Single-Valued Neutrosophic Z-Numbers: Theory and Applications [PDF]
Neutrosophic Sets and SystemsThis paper introduces a novel framework, Pentapartitioned Single-Valued Neutrosophic Z-Numbers (PSVNZNs), to model uncertainty in decision-making problems. By integrating the five-component uncertainty representation of Pentapartitioned Neutrosophic Sets
A.Mohammed Shapique +5 more
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TODIM and TOPSIS with Z-numbers [PDF]
Frontiers of Information Technology & Electronic Engineering, 2019 15 ...
Renato A. Krohling +2 more
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Multi Attribute Decision Making Using Optimistic/Pessimistic Z-Numbers
IEEE Access, 2018 This paper presents a novel approach for multi attribute decision making (MADM). It proposes the concept of optimistic/pessimistic Z-number, which is defined as a tuple (Zx, δ) where Zx is a Z-number, and δ ∈ {+, -} determines if the
Mubarak Alrashoud
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Powers of the operator u(z)d/dz and their connection with some combinatorial numbers [PDF]
Notes on Number Theory and Discrete MathematicsIn this paper the operator A = u(z)d/dz is considered, where u is an entire or meromorphic function in the complex plane. The expansion of Aᵏ (k≥1) with the help of the powers of the differential operator D=d/dz is obtained, and it is shown that this ...
Ioana Petkova
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An extended mathematical model for solving z-number linear programing problems using additive weighting method based on best-worst method [PDF]
Journal of Fuzzy Extension and ApplicationsThis study addresses the challenge of uncertainty in decision-making by employing Z-numbers, which provide a more effective representation of human knowledge than traditional fuzzy numbers. A novel approach is proposed by integrating Z-numbers into Multi-
Elnaz Osgooei +1 more
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A Fuzzy Sliding-Mode Control Based on Z-Numbers and LAMDA
IEEE Access, 2021 Z-Numbers is a recent concept related to fuzzy logic where the restriction and reliability criteria are characterized as fuzzy sets. Due to the potential of Z-numbers, this paper presents the development of a fuzzy controller that combines the ...
L. Morales +3 more
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Efficacy of the Egg Parasitoids Trichogramma evanescens West. (Hymenoptera, Trichogrammatidae) for Controlling the Leopard Moth Borer, Zeuzera pyrina L. (Lepidoptera: Cossidae) in Apple and Pomegranate Orchards in Egypt [PDF]
Journal of Plant Protection and Pathology, 2019 The Experiment was conducted at Al-Nubariya district, Al-Beheira Governorate, Egypt, during three successive years 2016, 2017 and 2018. Trichogramma evanescens was released (twice a year) in the selected orchards to control the leopard moth, Zeuzera ...
S. I. Askar
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