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Mathematical Optimization and Application of Nonlinear Programming

2021
This chapter deals with mathematical optimization, focusing on the special role of convex optimization and nonlinear optimization for solving optimization problems. Optimization problems are highly significant at proposals of technological processes as well as projecting engineering objects, their realization and during their operation.
Alena Vagaská, Miroslav Gombár
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Application of mathematical programming to system reliability

Structural Safety, 1990
Abstract This paper provides a brief review of mathematical programming as it relates to applications in structural system analysis. The linear programming equations for a rigid-plastic system are presented, and other aspects are discussed in a descriptive form, with references given to recently published work by the authors.
Ross B. Corotis, Avinash M. Nafday
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Applications of Mathematical Programming-Before, Now and After

The Journal of the Operational Research Society, 1985
Linear programming and its variants have been used for over 30 years, and during this time there have been technological and theoretical developments which have given the modeller enormous computer power and flexibility. Have these been matched in application—are the models being used?
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An application of mathematical programming to sample allocation

Computational Statistics & Data Analysis, 1997
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Valliant, Richard, Gentle, James E.
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Applications of symmetric derivatives in mathematical programming

Mathematical Programming, 1971
In recent times the Kuhn—Tucker optimality conditions and the duality theorems for convex programming have been extended by generalizations of the convexity concept. In this paper the notion of a symmetric derivative for a function of several variables is introduced and used to provide extensions of some fundamental optimality and duality theorems of ...
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Application of mathematical programming to metal cutting

1979
In this paper, a general problem involving the single-pass, single-point turning operation is introduced. Different mathematical models and solution approaches for solving various single objective problems are described. The mathematical properties of the minimization of cost and maximization of production rate solutions are discussed in detail.
Philipson, R. H., Ravindran, A.
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Opportunity Costing: An Application of Mathematical Programming

Journal of Accounting Research, 1965
The design of control systems in large companies is recognized as a formidable task. A large company usually contains many different productive activities which, although separately identifiable, have important connections with each other. Different products are often competing for the same inputs, or the outputs of one activity are the inputs of ...
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An application of mathematical programming to soybean processing

Omega, 1975
Abstract In this paper, a mathematical programming methodology is applied to a production planning problem involving a soybean processing plant which can purchase its raw materials from multiple origins and must ship its finished products to multiple destinations. A time horizon production planning model is developed, with the objective of maximizing
Robert E Markland, Robert J Newett
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A language for automated programming of mathematical applications

Computer Languages, 1992
Abstract A new language system, the AUTOMATED PROGRAMMER, has been designed and implemented. It aims to automate a great deal of routine effort for scientific, engineering, and mathematical application programming. Its notation is modeled after conventional textbook mathematical representation so that mathematical expressions may be entered just as ...
Robert J Klerer   +2 more
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A model of Dutch agriculture based on Positive Mathematical Programming with regional and environmental applications

, 2005
In the Netherlands few sectors are in the news as often as the agricultural sector is, and the news is rarely good. Nearly every day, in newspapers, on television and on the radio we are confronted with BSE, foot and mouth disease, swine and chicken ...
J.F.M. Helming
semanticscholar   +1 more source

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