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Discrete-Time Fractional Optimal Control | Chiranjeevi, Tirumalasetty; Biswas, Raj | download | BookSC. PDF, 2.39 MB. Os seus tags: Send-to-Kindle. We introduce a discrete-time fractional calculus of variations. Necessary optimality conditions for a dead oil isotherm optimal control problem. 1. The calculus of variations and functional analysis with optimal control and applications in mechanics, L. P. Lebedev and M. J. Cloud, WorldScientific, A problem of optimal control, described by the system of nonlinear difference equations with nonlocal boundary conditions, is considered. de RA de Oliveira Resende · 2019 — BANI-HANI, K.; GHABOUSSI, J. Nonlinear structural control using neural networks. Journal of Engineering Mechanics-asce, v. 124, n. 3, p. 319327,5 de jul. de 2022 — This paper deals with optimal control problems for semilinear parabolic differential equations, which may be governed by nonmonotone operators de IM Ross · Citado por 60 — Abstract. In 1696, Johann Bernoulli solved the brachistochrone problem by an ingenious method of com- bining Fermat's principle of minimum time,Jorge Tiago Home Page - Department of Mathematicsmath.tecnico.ulisboa.pt › math.tecnico.ulisboa.pt › de PDF Gouveia · 2004 — Control Theory Group (cotg). Centre for Research in Optimization and Control (CEOC). University of Aveiro, Department of Mathematics. 22 - F. Bozorgnia, J. Tiago, Optimal Control of the Two-phase Obstacle Discrete and Continuous Dynamical Systems - Series S, Vol. (preprint.pdf)