Titlebook: Neutrosophic Operational Research; Methods and Applicat Florentin Smarandache,Mohamed Abdel-Basset Book 2021 The Editor(s) (if applicable)

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ONYM

New Entropy, Similarity Measures of Interval-Valued Neutrosophic Sets, and Application in Supplier tic fuzzy sets are proposed and applied in real-world problems. Especially, the entropy and similarity are studied together to apply to the multicriteria decision-making (MCDM) problems. The neutrosophic sets are known as a generalization of fuzzy sets and intuitionistic fuzzy sets. So that, the mea

火花

Control Chart for Monitoring Variation Using Multiple Dependent State Sampling Under Neutrosophic Sall businesses. Strategic priorities for reducing the variability of the product and meeting the customer expectations are efficiently and quickly adopted for maximizing the profits. The quality of the manufacturing product is, thus, focused using all available physical, aesthetic, intellectual, and

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先驱

Novel Distance Measures Over SVTN-Numbers and Their Application to Multi-Criteria Decision Making Pis important for the development of a country as well as the future of the companies. In this paper, we firstly give the basic definitions and properties of single valued trapezoidal neutrosophic numbers(SVTN-numbers). Then, the various distance measures based on SVTN-numbers are obtained and suppor

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The Determinant and Adjoint of an Interval-Valued Neutrosophic Matrix,c sets are most popular and elegant model to deal with uncertainties. In this study, determinant and adjoint of interval-valued neutrosophic (IVN) matrices are defined based on the permanent function. Also, some results are obtained related to the determinant and adjoint of the interval-valued neutr

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,Neutrosophic Normal Probability Distribution—A Spine of Parametric Neutrosophic Statistical Tests: e parameters of the normal probability distribution are assumed to be certain and complete, but in real-life problems, these can be imprecise, vague, unclear, or indeterminate. In such situations, neutrosophic normal probability distribution proposed by Smarandache (., Infinite Study; 2014) is poten

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New Algorithms for Bipolar Single-Valued Neutrosophic Hamiltonian Cycle,o account for a planning. Many of the real-world problems contain indeterminacy and bipolarity in nature. To deal with both the issues, we propose new algorithms to find the Hamiltonian cycle based on adjacency matrix and the lowest vertex degree under bipolar single-valued neutrosophic environment.

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Fuzzy Multi-Objective Inventory Model for Deteriorating Items, with Shortages Under Space Constrainf storage space constraint. We consider that demand and holding cost are time dependent. Shortages are allowed under partial backlogging. Due to uncertainty, we consider some parameters of the model as generalized trapezoidal fuzzy number. Our proposed model is solved by both neutrosophic hesitant f