In this study, we suggest an algorithm for computing minimal and maximal numbers of transversals of diagonal Latin squares. According to this algorithm, we generate all diagonal Latin squares of a particular order, an...
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In this paper we put forward a logical-structure method for recognition of objects on high resolution satellite images. This approach is based on logical reasoning with the use of structural description of objects. A ...
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In this paper the authors present a methodology on information support for research on human and environmental impact of Lake Baikal. The geoportal placed on the Internet allows researchers to create a common thematic...
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This paper was motivated by an industrial optimization problem arisen at the Erdenet Mining Corporation (Mongolia). The problem involved real industrial data turned out to be a quadratically constrained quadratic prog...
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We study shapes of reachable sets to singularly perturbed linear controlsystems. The fast component of the phase vector is assumed to be governed by a hyperbolic linear system. We show that the shapes of reachable se...
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In this paper we consider the problem of enumerating diagonal Latin squares of small order. In particular we discuss possible algorithmic approaches to this problem and show our results in this regard. Surprisingly, o...
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This article focuses on development of software for calculating the temperatures and pressures of rock formation. The assessment of the physicochemical conditions of natural mineral formation is based on solving the i...
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This paper is concerned with an optimal impulsive control problem under intermediate state constraints. The controlsystem of this problem is bilinear with respect to states of bounded variation and impulsive controls...
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ISBN:
(数字)9781728167053
ISBN:
(纸本)9781728167060
This paper is concerned with an optimal impulsive control problem under intermediate state constraints. The controlsystem of this problem is bilinear with respect to states of bounded variation and impulsive controls given by vector Borel measures. We propose necessary and sufficient optimality conditions based on special functions of the Lyapunov type. These functions possess the property of strong and weak monotonicity with respect to the impulsive controlsystem.
The paper deals with an optimal control problem for the simplest version of a "reduced" linear impulsive continuity equation. The latter is introduced in our recent papers as a model of dynamical ensembles e...
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An optimal control problem for the continuity equation is considered. The aim of a controller is to maximize the total mass within a target set at a given time moment. An iterative numerical algorithm for solving this...
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