Parameterization Techniques for Quadratic Continuous Optimal Control Problems [PDF]
The main purpose of this work is to propose the parameterization techniques for solving quadratic optimal control (OC) problem with aid of both Chebyshev and Hermite Polynomials as a basis function to find the approximate solution for OC problem.
Saba S. Hasan +2 more
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On Certain Problems in Optimal Control Theory
Traditionally, in mathematical optimal control theory a significant part in the studies is related to investigation methods of ready mathematical problem settings with various complexity.
V.I. Gurman
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A Matching-Strategy-Inspired Preconditioning for Elliptic Optimal Control Problems
In this paper, a new preconditioning method is proposed for the linear system arising from the elliptic optimal control problem. It is based on row permutations of the linear system and approximations of the corresponding Schur complement inspired by the
Chaojie Wang, Jie Chen, Shuen Sun
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Cognitive Control as a Multivariate Optimization Problem [PDF]
AbstractA hallmark of adaptation in humans and other animals is our ability to control how we think and behave across different settings. Research has characterized the various forms cognitive control can take—including enhancement of goal-relevant information, suppression of goal-irrelevant information, and overall inhibition of potential responses ...
Harrison Ritz +2 more
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Convergence of Pseudospectral Discretization of Optimal Control Problems [PDF]
The article of record as published may be located at http://ieeexplore.ieee.orgProceedings of the 40th IEEE Conference on Decision and Control ; Orlando, Florida USA, December 2001A generic nonlinear optimal control problem with a Bolza cost functional ...
Fahroo, Fariba, Ross, Michael I.
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The Structure of the Optimal Control in the Problems of Strength Optimization of Steel Girders
The paper concerns a strength optimization of continuous beams with variable cross-section. The continuous beams are subjected to a dead weight and a useful load, the six (seven) combinations of loads were analyzed.
Mikulski Leszek
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Numerical Solution for A Special Class of optimal Control Problem by using Hermite polynomial [PDF]
In this paper, a numerical solution for solving a special class of optimal control problems is considered. The main idea of the solution is to parameterize the state space by approximating the state function using a linear combination of Hermite ...
S.S. Hasen
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Optimal Transportation Problem by Stochastic Optimal Control [PDF]
We address an optimal mass transportation problem by means of optimal stochastic control. We consider a stochastic control problem which is a natural extension of the Monge-Kantorovich problem. Using a vanishing viscosity argument we provide a probabilistic proof of two fundamental results in mass transportation: the Kantorovich duality and the graph ...
Mikami, Toshio, Thieullen, Michele
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The geometry of the solution set of nonlinear optimal control problems [PDF]
In an optimal control problem one seeks a time-varying input to a dynamical systems in order to stabilize a given target trajectory, such that a particular cost function is minimized.
Osinga, HM, Hauser, J
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Model Order Reduction for Nonlinear and Time-Dependent Parametric Optimal Flow Control Problems [PDF]
The goal of this thesis is to provide an overview of the latest advances on reduced order methods for parametric optimal control governed by partial differential equations.
Strazzullo, Maria
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