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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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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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Optimality and duality for E-minimax fractional programming: application to multiobjective optimization
In this paper, we study the notion of strong invexity with respect to the E -operator. We discuss the necessary and sufficient conditions for the...
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Second-order strong optimality and duality for nonsmooth multiobjective fractional programming with constraints
This paper investigates nonsmooth multiobjective fractional programming (NMFP) with inequalities and equalities constraints in real reflexive Banach...
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Using Geometric Arithmetic Mean to Solve Non-linear Fractional Programming Problems
In this paper, the researchers will present geometric arithmetic mean to solve non-linear fractional programming. To do this, we shall derive the...
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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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Sequential optimality conditions of approximate proper efficiency for a multiobjective fractional programming problem
In this paper, in the absence of any constraint qualifications, we develop sequential optimality conditions for a constrained multiobjective...
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Two-Level Linear Relaxation Method for Generalized Linear Fractional Programming
This paper presents an efficient algorithm for globally solving a generalized linear fractional programming problem. For establishing this algorithm,...
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An SDP method for fractional semi-infinite programming problems with SOS-convex polynomials
In this paper, we study a class of fractional semi-infinite polynomial programming problems involving sos-convex polynomial functions. For such a...
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Optimality Conditions for Generalized Convex Nonsmooth Uncertain Multi-objective Fractional Programming
This paper aims at studying optimality conditions of robust weak efficient solutions for a nonsmooth uncertain multi-objective fractional programming ...
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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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A dynamic programming approach for controlled fractional SIS models
We investigate a susceptible-infected-susceptible (SIS) epidemic model based on the Caputo–Fabrizio operator. After performing an asymptotic analysis...
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A dual scheme for solving linear countable semi-infinite fractional programming problems
Using a dual method for solving linear fractional programming problems, we propose an approach to find optimal solutions of linear countable...
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A solution approach for cardinality minimization problem based on fractional programming
This paper proposes a new algorithm for solving the linear Cardinality Minimization Problem (CMP). The algorithm relies on approximating the...
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Global algorithm for effectively solving min-max affine fractional programs
This article investigates solving the min-max affine fractional programming problem (MAFPP), which arises in systems science and engineering. For...
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Robust Necessary Optimality Conditions for Nondifferentiable Complex Fractional Programming with Uncertain Data
In this paper, we study robust necessary optimality conditions for a nondifferentiable complex fractional programming with uncertain data. A robust...
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Optimality and Duality for Multi-objective Fractional Programming in Complex Spaces
In this paper, we consider a complex multi-objective fractional programming problem (CMFP). We establish the necessary optimality conditions of...
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A parametric solution method for a generalized fractional programming problem
This paper proposes a parametric method for solving a generalized fractional programming problem which is called sum-of-ratios problem. The...
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On solving a class of fractional semi-infinite polynomial programming problems
In this paper, we study a class of fractional semi-infinite polynomial programming (FSIPP) problems, in which the objective is a fraction of a convex...
