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An efficient fuzzy mathematical approach to solve multi-objective fractional programming problem under fuzzy environment
To tackle the uncertainty in some decision making problems, suitable fuzzy optimization models can be formulated which need simultaneous optimization...
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Scalarizing fuzzy multi-objective linear fractional programming with application
Multi-objective linear fractional programming (MOLFP) is an important field of research. As in several real-world problems, the decision-makers (DMs)...
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A New Method to Solve Fully Intuitionistic Fuzzy Multi-objective Linear Programming Problem Through Conflict and Non-conflict
In many real-life optimization situations the parameters involve are imprecise and vague. A fuzzy environment gives a way to overcome this vagueness...
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Signomial Geometric Programming Approach to Solve Non-Linear Fractional Programming Problems
In the last few decades, there is a spectacular diversification in the field of mathematical programming. One domain of mathematical programming in...
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On Solving a MFL Paradox in Linear Plus Linear Fractional Multi- Objective Transportation Problem Using Fuzzy Approach
In the present work, we have introduced the more-for-less paradox situation in the linear plus linear fractional multi-objective transportation...
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A new method for the solution of fully fuzzy linear programming models
In this study, we first show that the existing arithmetic operations of trapezoidal fuzzy numbers do not satisfy the basic properties. Then, for...
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Develo** solution algorithm for LR-type fully interval-valued intuitionistic fuzzy linear programming problems using lexicographic-ranking method
The current article is devoted to mathematically handling the inherent uncertainties of various practical problems by introducing the concept of LR -ty...
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Time variant multi-objective linear fractional interval-valued transportation problem
This paper studies a time-variant multi-objective linear fractional transportation problem. In reality, transported goods should reach in...
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Optimization for multi-objective sum of linear and linear fractional programming problem: fuzzy nonlinear programming approach
Multi-objective linear plus linear fractional programming problem is an emerging tool for solving problems in different environments such as...
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A New Approach to Solve Multi Objective Linear Programming Problem Under Neutrosophic Environment
In the present era, the idea of nonlinearity plays a crucial and fundamental role in an intuitionistic fuzzy world. The goal of this paper is to...
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Positivity and Stability of Fractional-Order Linear Time-Delay Systems
This article focuses on the positivity and the asymptotic stability of fractional-order linear time-delay systems (FOLTDSs) which are composed of N ( N ...
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Distributed Solving Linear Algebraic Equations with Switched Fractional Order Dynamics
This paper proposes a novel distributed optimization algorithm with fractional order dynamics to solve linear algebraic equations. Firstly, the...
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Solving Multi-objective Chance Constraint Quadratic Fractional Programming Problem
In this manuscript, the method of multi-objective chance constraint quadratic fractional programming problem is presented. A multi-objective chance...
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Fully interval-valued fuzzy transportation problems: development and prospects
The transportation problem (TP) is one of the most used and tangible applications of linear programming problems that apply to a variety of practical...
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Separate families of fuzzy dominated nonlinear operators with applications
This paper presents novel fixed-point results for two distinct families of fuzzy-dominated operators satisfying a generalized nonlinear contraction...
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SOLVING THE MULTI-OBJECTIVE FRACTIONAL SOLID TRANSPORTATION PROBLEM BY USING DIFFERENT OPERATORS
This research delves into a complex problem known as the multi-objective fractional solid transportation problem (MFSTP), which deals with various...
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A new method for solving linear programming problems using Z-numbers’ ranking
In this paper, the concept of the full Z-linear programming problem (FZLP) is first introduced. It is worth to mention that in these type of...
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On solving fully rough multi-objective fractional transportation problem: development and prospects
In these days, rough set theory has emerged as an invaluable tool for expressing uncertainty in various optimization problems as it takes into...
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Extended dissipative performance of fractional-order neural networks via LMI approach
This paper investigates the extended dissipativity performance of a specific category of fractional-order neural networks. The derivatives involving...
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Application of Linear Programming in Diet Problem Under Pythagorean Fuzzy Environment
In this chapter, we present a novel strategy for solving linear programming (LP) problem under Pythagorean fuzzy (PF) and its application in Diet...