Titlebook: Large-Scale Scientific Computing; 9th International Co Ivan Lirkov,Svetozar Margenov,Jerzy Wa?niewski Conference proceedings 2014 Springer-

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The Euler Method for Linear Control Systems Revisitedations and precise error analyses remains challenging due the bang-bang structure of the optimal controls. Based on a recent paper by M. Quincampoix and V.M. Veliov on metric regularity of the optimality conditions for control problems of linear systems the paper presents new error estimates for the

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On Control Synthesis for Uncertain Differential Systems Using a Polyhedral Techniqueusing polyhedral (parallelotope-valued) solvability tubes. New control strategies, which can be calculated on the base of these tubes, are proposed. The cases without uncertainties, with additive parallelotope-valued uncertainties, and also with a bilinear uncertainty (interval uncertainties in coef

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Internal Ellipsoidal Estimates of Reachable Set of Impulsive Control Systems Under Ellipsoidal Statehat the impulsive controls in the dynamical system belong to the intersection of a special cone with a generalized ellipsoid both taken in the space of functions of bounded variation. The algorithms for constructing the ellipsoidal estimates of reachable sets for such control systems are given. Nume

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Optimal Control Models of Renewable Energy Production Under Fluctuating Supply of renewable sources underlies strong volatility and storage possibilities are limited. We therefore consider the energy sector of a small country that optimizes a portfolio consisting of fossil and/or renewable energy to cover a given energy demand, considering seasonal fluctuations in renewable e

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