Suchergebnisse - Multi-Objective Quadratic Fractional Programming Problem*

Multi-level Multi-objective Quadratic Fractional Programming Problem with Fuzzy Parameters: A FGP Approach von Osman, M, Emam, O, Sayed, M

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A new Mean Deviation and Advanced Mean Deviation Techniques to Solve Multi-Objective Fractional Programming Problem Via Point-Slopes Formula von Mustafa, Rebaz, Sulaiman, Nejmaddin A.

“… ). The multi-objective fractional programming problem (MOFPP) is converted into multi-objective linear programming (MOLPP …”
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Parametric approach to quadratically constrained multi-level multi-objective quadratic fractional programming von Goyal, Vandana, Rani, Namrata, Gupta, Deepak

“… The paper proposed a method to study and obtain a set of Pareto optimal solutions or a set of representative solutions to a quadratically constrained multi-level multiobjective quadratic fractional programming problem …”
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A novel method for solving multi- objective linear fractional programming problem under uncertainty von Ibrahim Mohamed Mekawy

“… This paper deals with a multi-objective linear fractional programming problem in fuzzy environment …”
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FGP approach and Rouben ranking function to bi-level multi-objective quadratic fractional problem with trapezoidal fuzzy numbers and soft fuzzy constraints von Rani, Namrata, Goyal, Vandana, Gupta, Deepak

“… The requirement of the consistent solution of Bi-level Multi-objective Quadratic Fractional Problem(BLMOQFP …”
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Quadratic optimization over a discrete pareto set of a multi-objective linear fractional program von Moulaï, Mustapha, Mekhilef, Amal

“… In the present paper, an exact algorithm is proposed for maximizing a quadratic function over the efficient set of a multi-objective integer linear fractional programming problem …”
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Linear fractional optimization over the efficient set of multi-objective integer quadratic problem von Bencheikh, Ali, Moulaï, Mustapha

“… In this paper, we introduce an exact algorithm for optimizing a linear fractional utility function over the efficient set of a multi objective integer quadratic problem …”
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A note on solving multi-objective integer indefinite quadratic fractional programs von Kushwah, Prerna, Sharma, Vikas

“… In this note we have discussed that a simplex like algorithm to solve a indefinite quadratic fractional programming problem proposed by Mekhilef et al. (Ann Oper Res, 2019. https://doi.org …”
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A modified fuzzy goal programming procedure to solve fully quadratic fractional optimization model von Rani, Namrata, Goyal, Vandana, Gupta, Deepak

“… This paper is written to produce and efficient procedure to solve fully quadratic fractional optimization model(FQFOM …”
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Solving multi-objective integer indefinite quadratic fractional programs von Mekhilef, Amal, Moulaï, Mustapha, Drici, Wassila

“… In this paper, we describe an exact algorithm for solving a multi-objective integer indefinite quadratic fractional maximization problem …”
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Special Issue in Honor of the 60th Birthday of Professor Hong-Kun Xu

“… , methods, and applications of nonlinear analysis, optimization theory, fixed point theory, and algorithms for nonlinear problems …”
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FGP approach to quadratically constrained multi-objective quadratic fractional programming with parametric functions von Goyal, Vandana, Rani, Namrata, Gupta, Deepak

“… In the initial stage, we obtain a non-fractional optimization model from the multi-objective quadratic fractional programming model by assigning a vector of parameters to fractional functions …”
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Algorithm for bi-level multi-objective fully quadratic fractional optimization model with fuzzy parameters von Rani, Namrata, Goyal, Vandana, Gupta, Deepak

“… The presented research is concerned to obtain an efficient solution for bi-level multi-objective fully quadratic fractional optimization model (BLMOFQFOM …”
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A Solution Approach for Multi-Level Multi-Objective Quadratic Fractional Programming with Trapezoidal Fuzzy Numbers using Rouben Ranking Function von Goyal, Vandana, Rani, Namrata, Gupta, Deepak

“… The paper proposed a methodology for obtaining a set of efficient solutions for a model which is multi-level multiobjective quadratic with fractional objectives and constraints having trapezoidal fuzzy number (MLMOQFP-TrFN) as coefficients …”
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A SOLUTION APPROACH TO QUADRATICALLY CONSTRAINED MULTI-OBJECTIVE DECISION MAKING PROBLEM WITH M-TOPSIS PROGRAMMING von Rozy Rani, Gupta, Deepak, Goyal, Vandana

“… This paper describes a unique modified way for solving a multi-objective decision-making issue with quadratic constraints using TOPSIS methodology to find a set of solutions …”
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A Quadratic-Programming Approach to the Design Optimization of Fractional-Slot Concentrated Windings for Surface Permanent-Magnet Machines von Tessarolo, A.

“… In this paper, a new general systematic methodology is proposed to optimize the multilayer FSCW design in the form of a multi-objective quadratic programming problem …”
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The Spectral Versus Energy Efficiency Trade-Off in Dynamic User Clustering Aided mmWave NOMA Networks von Rai, Sudhakar, Sharma, Ekant, Jagannatham, Aditya K., Hanzo, Lajos

“… of users in each cluster. Subsequently, a joint analog precoder/combiner and user clustering technique is developed, followed by a multi-objective optimization (MOO …”
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Multi-Objective Two-Stage Stochastic Programming for Adaptive Interdisciplinary Pain Management with Piece-Wise Linear Network Transition Models von Iqbal, Gazi Md Daud

“… This research uses a two-stage stochastic programming approach to optimize personal adaptive treatment strategies for pain management …”
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Joint MIMO Precoding and Computation Resource Allocation for Dual-Function Radar and Communication Systems With Mobile Edge Computing von Ding, Changfeng, Wang, Jun-Bo, Zhang, Hua, Lin, Min, Li, Geoffrey Ye

“… ) arrays and dual-function radar-communication techniques. We formulate a multi-objective optimization problem to jointly consider the performance of multi-UT MIMO …”
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THz Network Placement and Mobility-Aware Resource Allocation for Indoor Hybrid THz/VLC Wireless Networks von Aboagye, Sylvester, Tabassum, Hina

“… We discretize the placement problem and then apply fractional programming techniques and a Majorization-Minimization (MM …”
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