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The Basic Notions for (over, off, under) Neutrosophic Geometric Programming Problems
Neutrosophic (over, off, under) set and logic were defined for the first time in 1995 by Florentin Smarandache, and presented during 1995-2018 to various national and international conferences and seminars. The (over, off, under) neutrosophic geometric programming was put forward by Huda et al. in (2016), in an attempt to define a new type of geometric programming using (over, off, under) neutrosophic less than or equal to. This paper completes the basic notions of (over, off, under) neutrosophic geometric programming illustrating its convexity condition, and its decomposition theorems. The definitions of (α, β, γ) and strong (α, β, γ) are introduced, and some of their important properties are proved.
Neutrosophic Geometric Programming (NGP) Problems Subject to (⋁, . ) Operator; the Minimum Solution
This paper comes as a second step serves the purpose of constructing a neutrosophic optimization model for the relation geometric programming problems subject to (max, product) operator in its constraints.
Neutrosophic Precalculus and Neutrosophic Calculus
Neutrosophy means the study of ideas and notions that are not true, nor false, but in between (i.e. neutral, indeterminate, unclear, vague, ambiguous, incomplete, contradictory, etc.).
Research on the topics of neutrosophic operations research
In this volume, we present a set of research that was published in cooperation with a number of researchers and those interested in keeping pace with the great scientific development that our contemporary world is witnessing, and one of its products was neutrosophic science, which was founded by the American scientist and mathematical philosopher Florentin Smarandache in 1995. Through it, we present a new vision for some research methods. Operations research to the concepts of this science.
Neutrosophic Systems with Applications (NSWA), Vol. 6, 2023
Papers on neutrosophic and plithogenic sets, logics, probabilities and statistics, on NeutroAlgebra and AntiAlgebra, NeutroGeometry and AntiGeometry, SuperHyperAlgebra and Neutrosophic SuperHyperAlgebra, etc…
The Use of Neutrosophic Methods of Operation Research in the Management of Corporate Work
The science of operations research is one of the modern sciences that have made a great revolution in all areas of life through the methods provided by it, suitable and appropriate to solve most of the problems that were facing researchers, scholars and those interested in the development of societies, and the most beneficiaries of this science were companies and institutions that are looking for scientific methods that help them manage their work so that they achieve the greatest profit and the lowest cost, and one of the important methods that have been used in the management of companies we offer in this research two methods, Dynamic programming method. This method has been used in many p...
The Concept of Neutrosophic Less Than or Equal To: A New Insight in Unconstrained Geometric Programming
In this paper, we introduce the concept of neutrosophic less than or equal to. The neutrosophy considers every idea < A > together with its opposite or negation < antiA > and with their spectrum of neutralities < neutA > in between them (i.e. notions or ideas supporting neither < A > nor < antiA >). T
Neutrosophic SuperHyper Bi-Topological Spaces: Extra Topics
This manuscript holds the integral concepts presented by the previously published article called (Neutrosophic SuperHyper Bi-Topological Spaces). This essay contains new definitions related to the notion of SuperHyper Bi-Topological Spaces, such as SuperHyper Supra closure operator, the pairwise neutrosophic interior of the power set 𝑃𝑛1(𝑋), three cascade numerical examples demonstrate the NSHBI-TS, pairwise neutrosophic 𝑛𝑡ℎ-power sets as well as extra definitions, theorems, corollaries, and propositions.
An Efficient Optimal Solution Method for Neutrosophic Transport Models: Analysis, Improvements, and Examples
Transport issues aim to determine the number of units that will be transferred from the production centers to consumption areas so that the cost of transportation is as low as possible, taking into account the conditions of supply and demand. Due to the great importance of these issues and to obtain more accurate results that take into account all circumstances, we conducted two research studies. In the first research, we presented a formulation of neutrosophic transport issues, and in the second research, we presented some ways to find a preliminary solution to these issues, but we do not know whether the preliminary solution is optimal or not, so we will present in this research a study whose purpose is to shed light on some important methods used to improve the optimal solution to transportation issues and then reformulating them using the concepts of neutrosophic science, a science that leaves nothing to chance or circumstances but rather provides solutions with neutrosophic values. Unspecified values take into account the best and worst conditions.
Neutrosophic Systems with Applications (NSWA), Vol. 3, 2023
Theories and applications of neutrosophic and plithogenic set / logic / probability / statistics, NonStandard Neutrosophic Logic, HyperSoft Set, IndetermSoft Set, IndetermHyperSoft Set, TreeSoft Set, NeutroAlgebra and AntiAlgebra, NeutroGeometry and AntiGeometry, NeutroTopology and AntiTopology, SuperHyperAlgebra, Neutrosophic SuperHyperAlgebra, SuperHyperGraph, Neutrosophic SuperHyperGraph, SuperHyperTopology, Neutrosophic SuperHyperTopology, SuperHyperFunction, Refined Crisp Topology, Symbolic Plithogenic Algebraic Structures, Refined Neutrosophic Set, Paradoxism, Neutrosophy as new branch of philosophy, etc.
