Search Results - "linear programming problems"

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

“…Furthermore, the paper elucidates the resolution steps through the presentation of numerical examples, in this study, a comprehensive methodology is presented for effectively addressing a wide range of linear programming problems. …”
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Solution of a Bi-Level Linear Programming Problem with Uncertain Parameters and its Application by Ajay Kumar Bhurjee, Pankaj Kumar, Pavan Kumar

“…In this paper, a bi-level linear programming problem characterized by interval uncertainty in the coefficients of both objectives and constraints is thoroughly examined. …”
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Employing Novel Ranking Function for Solving Fully Fuzzy Fractional Linear Programming Problems by Israa H. Hasan, Iden H. Al Kanani

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Extension-principle-based Solution Algorithm to Full LR-fuzzy Linear Programming Problems by Bogdana Stanojević, Milan Stanojević, Nebojša Nikolić

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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

Subjects: “…Linear Programming Problem…”
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Regional digital transformation strategies: algorithm for updating projects and goals by E. V. Lobkova, E. A. Osadchenko

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Combined application of methods of maximum consistency and anti-robust parameter estimation in the construction of regression models by S. I. Noskov, Yu. A. Bychkov

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On а Model for Drough Risk Reduction in Agriculture by B. A. Ashabokov, L. M. Fedchenko, A. A. Tashilova, L. A. Kesheva, M. B. Ashabokova

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Solving Linear Volterra – Fredholm Integral Equation of the Second Type Using Linear Programming Method by Muna Mansoor Mustafaf

Subjects: “…Linear Volterra-Fredholm integral equation of the 2nd kind (LVFIE), Linear programming problem (LPP), Quadrature methods.…”
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An Efficient Sparse Twin Parametric Insensitive Support Vector Regression Model by Shuanghong Qu, Yushan Guo, Renato De Leone, Min Huang, Pu Li

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Multi-Criterion Optimization of Chemical Reactor Stage in Polymer Production by N. N. Dorogov

“…The initial variational optimum problem firstly reduces to a nonlinear programming problem and then it is reduced to a sequence of linear programming problems which are solved in narrow temperature area. …”
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DISTRIBUTION OF NEW INDUSTRIAL ITEMS ON THE MARKET AND INDUSTRIAL TRANSPORT ASPECTS OF ENTERPRISES by Rodion Rogulin, Pavel Nechaev, Dmitry Pleshanov

“…This article proposes a comprehensive solution to the three linear programming problems: Production problem (classical formulation), Transport problem, Service problem. …”
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Development of model of optimal control of water supply system by A. D. Taghiyeva

“…To control the system, the problem of optimal distribution of products is developed whereas non-linear programming problems are applied. We consider a system for providing products, consisting of magistral and distribution pipelines, taking products from the magistral pipeline. …”
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MANAGEMENT OF ASSETS AND LIABILITIES OF COMMERCIAL BANKS ON THE BASIS OF THE USE OF INFORMATION RESOURCES by Ju. V. Mishin, A. Ju. Mishin

“…Formation of the optimal strategies of the players is reduced to solving a symmetric pair of dual linear programming problems. Calculations payoff matrix made on the basis of the proposed authors simulation model.…”
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INTEGRATED OPTIMIZATION MODEL OF MANUFACTURING AND TRANSPORTATION PROCESSES by R. S. Rogulin, D. E. Pleshanov, P. V. Nechaev

“…This article contains a model of generalization of three previously known linear programming problems: production problems, time accounting tasks, and service flow problems. …”
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A Simple Algorithm for Finding a Non-negative Basic Solution of a System of Linear Algebraic Equations by Gleb D. Stepanov

“…This problem, which undoubtedly has an independent interest, in particular, is the most time-consuming part of the famous simplex method for solving linear programming problems.Unlike the artificial basis Orden’s method used in the classical simplex method, the proposed algorithm does not attract artificial variables and economically consumes computational resources.The algorithm consists of two stages, each of which is based on Gaussian exceptions. …”
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ON THE EXPANSION OF THE WAREHOUSE BASE IN THE CONSIDERED ECONOMIC AREA WITH PARALLEL DETERMINATION OF THE OPTIMAL LOGISTICS WORK by R. Rogulin, V. Maksimenko, V. Zhandarmov, E. Pugacheva, V. Matveyev, D. Rogulin

“…This article proposes a comprehensive solution of three linear programming problems: Transport problem (logistics problem), Maximum flow problem, Center allocation problem. …”
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A model for making investment decisions contributing to the heating supply companies’ development, taking into account the restrictions arising in the applying tariffs conditions w... by T. B. Malkova, N. G. Verstina, M. V. Gamm

“…The simplex method is one of the methods for solving linear programming problems. An algorithm for optimizing the development function of the heating supply system by the simplex method and the index of the development of HSC in the conditions of applying tariffs using the “alternative boiler hous” method is proposed. …”
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EXPERT EVALUATIONS IN THE PROBLEMS OF OPTIMIZING THE PRODUCTION OF FOOD PRODUCTS by P. G. Asalkhanov, N. V. Bendik, Ya. N. Ivan’o

“…Objectives The aim of the work is the use of various models for optimizing the production of agricultural products for management using empirical data and expert estimates.Method It is proposed to use individual or group averaged and interval values of production and economic parameters as expert estimates for the above linear programming problems under uncertainty. The use of averaged or interval expert evaluations is associated with the features of applied extreme problems and providing models with initial data.Result Models are proposed for optimizing the production of agricultural products and harvesting wild food resources, for the implementation of which it is necessary to use expert estimates that supplement empirical data. …”
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