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Calculus of Variations and Optimal Control Theory: A Concise Introduction
, 2012D. Liberzon
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1993
Abstract We are now familiar with the ideas and methods of the calculus of variations. In particular we have studied the minimization of integrals in the presence of constraints (isoperimetric problems) and we are well aware of how crucial the choice of the class of admissible functions is to the development of the theory.
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Abstract We are now familiar with the ideas and methods of the calculus of variations. In particular we have studied the minimization of integrals in the presence of constraints (isoperimetric problems) and we are well aware of how crucial the choice of the class of admissible functions is to the development of the theory.
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Pattern dynamics of vegetation based on optimal control theory
Nonlinear dynamicsLi-Feng Hou +4 more
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Optimal control theory with economic applications
, 1987A. Seierstad, Knut Sydsæter
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Optimal anticipatory control as a theory of motor preparation: A thalamo-cortical circuit model
Neuron, 2021Ta-Chu Kao +2 more
exaly
Optimal Control of Partial Differential Equations: Theory, Methods and Applications
, 2010F. Tröltzsch
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