Search Results - functional programming (problem OR problems)

Addressing Fuzzy Linear Programming Problems Through Ranking Functions by Sozan Saber Haidar

“…The proposed approach involves employing linear ranking functions such as Maleki, Campos, Yager’s F1 and Yager linear ranking functions to solve these fuzzy linear programming (FLP) problems and attain optimal solutions. …”
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An Efficient Algorithm for Fuzzy Linear Fractional Programming Problems via Ranking Function by Rasha Jalal Mitlif

“…In many applications such as production, planning, the decision maker is important in optimizing an objective function that has fuzzy ratio two functions which can be handed using fuzzy fractional programming problem technique. …”
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Employing Novel Ranking Function for Solving Fully Fuzzy Fractional Linear Programming Problems by Israa H. Hasan, Iden H. Al Kanani

“…This paper proposes a novel ranking function technique with variables of type decagonal fuzzy numbers for solving fully fuzzy fractional linear programming (FFFLP) problems. …”
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Properties of objective functions and search algorithms in multi-objective optimization problems by A. V. Smirnov

“…This work compared the results of various heuristic algorithms in solving problems of this type. In addition, the possibility of solving such problems using the sequential quadratic programming (SQP) method, in which the restrictions are not imposed as the penalty terms, but included into the Lagrange function, was investigated.Methods. …”
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A New Method for Solving Quadratic Fractional Programing Problems by Mediya B. Mrakhan, Basiya K.Abdulrahim, Rzgar F. Mahmood, Aram Bajalan, Shwan Adnan Ali

“… In this article, the given algorithms were expanded and a methodology was developed to solve an objective function of a quadratic fractional programming problem (QFPP) with linear constraints. …”
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Nonlinear Regression Problem of Material Functions Identification for Porous Media Plastic Flow by Z. Nowak, A. Stachurski

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OPTIMIZING THE STARTING POINT IN A PRECEDENCE CONSTRAINED ROUTING PROBLEM WITH COMPLICATED TRAVEL COST FUNCTIONS by Alexander G. Chentsov, Alexey M. Grigoryev, Alexey A. Chentsov

“…We study the optimization of the initial state, route (a permutation of indices), and track in an extremal problem connected with visiting a finite system of megalopolises subject to precedence constraints where the travel cost functions may depend on the set of (pending) tasks. …”
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On a Nonstationary Route Problem with Constraints by A. G. Chentsov, P. A. Chentsov

“…The extremal route problem of permutations under constraints in the form of preceding conditions is investigated. …”
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THE PROBLEM OF QUADRATIC PROGRAMMING IN DYNAMIC INPUT-OUTPUT BALANCE by Ramzia Duszynski, Evgeny Toroptsev

“…Special quality functions, developed for this purpose, are based on the solution of the full eigenvalue problem of the system state matrix. …”
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Solving Three Objectives Single-Machine Scheduling Problem Using Fuzzy Multi-Objective Linear Programming by Dara A. Hassan, Nezam M. Amiri, Ayad M. Ramadan

Subjects: “…Scheduling problems…”
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A cutting-plane method with internal iteration points for the general convex programming problem by I. Ya. Zabotin, K. E. Kazaeva, O. N. Shulgina

“…A cutting method for solving the problem of convex programming was proposed. The method calculates iteration points based on approximation by polyhedral sets of the constraint region and the epigraph of the objective function. …”
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Discrete optimizations’ problems of deliveries of heterogeneous products by V. V. Egorov

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EXTRAMURAL STUDIES: THE MAIN PROBLEM AND ITS SOLUTION by Darya O. Perevezentceva, Nikolai F. Stas

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Solving Linear Programming Problems by Reducing to the Form with an Obvious Answer by Gleb D. Stepanov

“…The article considers a method for solving a linear programming problem (LPP), which requires finding the minimum or maximum of a linear functional on a set of non-negative solutions of a system of linear algebraic equations with the same unknowns. …”
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Problems Updating the Professional Standard “Accountant” by Vladimir I. Barilenko

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ON THE PROBLEMS OF BILEVEL OPTIMIZATION UNDER RCPLD CONSTRAINT QUALIFICATIONS by L. I. Minchenko, S. I. Sirotko

“…In solving bilevel programming problems, an important role is played by the property of partial calmness, the presence of which allows us to reduce the bilevel problem to the classical nonlinear programming problem with a nonsmooth objective function. …”
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Maximizing Tax Revenue for Profit Maximizing Monopolist with the Cobb-Douglas Production Function and Linear Demand as a Bilevel Programming Problem by Zrinka Lukač, Krunoslav Puljić, Vedran Kojić

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A NUMERICAL METHOD FOR SOLVING LINEAR–QUADRATIC CONTROL PROBLEMS WITH CONSTRAINTS by Mikhail I. Gusev, Igor V. Zykov

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STRATEGIC PLANNING AT THE ENTERPRISE: NUMERICAL OPTIMIZATION METHODS, MULTIVARIATE FUNCTIONS IN PROBLEMS OF STRATEGIC PLANNING by Ilya V. Samarin, Andrey I. Orlov

“…The article deals with the methods of solution of problems of mathematical programming, typical strategic planning activities of the organizations. …”
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A new method to solve multi-objective linear fractional programming problem in fuzzy stochastic environment by Ajeet Kumar, Babita Mishra

“…This paper developed a new approach to derive the acceptable range of objective values for a Multi-objective fuzzy stochastic linear fractional programming problem (MOFSLFPP). In this problem, the fuzzy random variables coefficient is involved as the parameters of the objective function as well as system constraints. …”
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