Results 281 to 290 of about 588,921 (316)
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Problems of Order Optimization

Journal of Mathematical Sciences, 2002
In the introduction, different results concerning the investigation of monotone Boolean functions are presented, and it is mentioned that the aim of this paper is a restatement of a class of combinatorial problems in terms of the order optimization on finite partially ordered sets.
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On the problem of possibilistic optimization

Fuzzy Sets and Systems, 1996
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Thickness optimization problem

Optimization, 1988
An optimal control problem governed by a variational inequality of elliptic type is considered. Necessary optimality conditions are obtained and, in some special cases, the optimal control is determined.
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On Budgeted Optimization Problems

SIAM Journal on Discrete Mathematics, 2006
In this paper we give a method for solving certain budgeted optimization problems in strongly polynomial time. The method can be applied to several known budgeted problems, and in addition we show two new applications. The first one extends Frederickson’s and Solis-Oba’s result [G. N. Frederickson and R. Solis-Oba, Combinatorica, 18 (1998), pp. 503-518]
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On the Optimal Sizing Problem

Journal of the Operational Research Society, 1994
Summary: The paper studies the problem of determining the number and dimensions of sizes of apparel so as to maximize profits. It develops a simple one- variable bisection search algorithm that gives the optimal solution. An example is solved interactively using a Macintosh LC and Math CAD, a mathematical software package.
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Optimal Investment Problems

2020
Die umfassende Frage, die sich jedem Investor, jedem Vermogensverwalter in der einen oder anderen Form stellt, und der wir uns im Folgenden – allerdings nur in ihren Grundzugen – widmen werden, lautet:
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A Problem in Reliability Optimization

Journal of the Operational Research Society, 1986
Summary: We consider the system efficiency measure as the average asymptotic gain earned by the system for one time unit. Such defined efficiency is a continuous function of the load that the system is to support. Each increment of the load causes an increment of the gain.
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An Optimization Problem

SIAM Review, 1990
E. Pincheon, Cecil C. Rousseau
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A Bidimensional Optimal Landing Problem

Automatica, 1998
The author proposes the following model for the evolution of the height \(x(t)\) above the ground and velocity \(y(t)\) of a landing airplane: \[ \begin{aligned} dx(t) &= -y(t) dt,\\ dy(t) &= 2y(t)\left[1-\sqrt{y(t)}\right] dt + bu(t) dt+ \sqrt{8y^2(t)} dW(t), \end{aligned} \] where \(u(t)\) is a control and \(W\) is a Wiener process.
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Optimization Problems for Moment Inequalities and Related Problems of Optimal Control

ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, 1975
AbstractThis paper describes two optimization problems (OMi) for the solutions of a system of so called moment inequalities and two corresponding problems (OCi) of optimal control to systems, whose state functions are represented by the control parameters and functions in a source‐like manner.
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