Results 211 to 220 of about 3,795 (264)
Stress and Cognition: From Bench to Bedside? [PDF]
Schwabe L, Daskalakis NP.
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Exact controllability for degenerate and singular wave equations
Guang Zhang, Shugen Chai
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Multipulse quantum control: exact solutions
Optics Letters, 2009The coherent propagation of four optical pulses through a multilevel resonant medium is investigated theoretically. We present a self-consistent analytic solution without steady-state or adiabatic approximations and use numerical simulations to indicate that the analytic formulas can be used as a guide in an experimental setting.
Elizabeth, Groves +2 more
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Exact Boundary Controllability and Non-exact Boundary Controllability
2019In this chapter, we will study the exact boundary controllability and the non-exact boundary controllability for the coupled system (III) of wave equations with coupled Robin boundary ...
Tatsien Li, Bopeng Rao
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SemiGlobal Exact Controllability of Nonlinear Plates
SIAM Journal on Control and Optimization, 2015Summary: The exact controllability problem for several semilinear thin plate models is considered. A distributed control affects a collar of the plate's boundary. The result is semiglobal in the sense that there is no restriction on the size of the initial and the target states, but the controllability time is uniform only with respect to a given ...
Eller, Matthias, Toundykov, Daniel
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Partial Exact Controllability for Spherical Membranes
SIAM Journal on Control and Optimization, 1997In the important paper the basic approach to the partial exact controllability (the control acts only on one of the displacement components without conditions for the other components) of an elastic spherical membrane is discussed. The axially symmetric vibrations of a spherical membrane are described by a pair of partial differential equations in the ...
LORETI, Paola, Vanda Valente
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1998
The main result of this paper is the convergence of optimal controls to the exact controls of linear parabolic partial differential equations. The result is derived through a representation of the terminal state by a operator that is similar to the one used by Lions in Hilbert Uniqueness Method.
Yanzhao Cao +2 more
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The main result of this paper is the convergence of optimal controls to the exact controls of linear parabolic partial differential equations. The result is derived through a representation of the terminal state by a operator that is similar to the one used by Lions in Hilbert Uniqueness Method.
Yanzhao Cao +2 more
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Exact Controllability of Backward Stochastic Control Systems
Engineering Management Reviews, 2015This paper gives a necessary condition of exact controllability for backward stochastic control systems, and introduces three equivalent conditions of necessary and sufficient for the linear system to be exactly controllable. Finally, as an application of this stochastic control system, two examples on the optimal portfolio problem with consumption ...
Xiangrong Wang, Hong Huang
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Exact Controllability for the Schrödinger Equation
SIAM Journal on Control and Optimization, 1994Summary: The exact controllability of Schrödinger equation in bounded domains with Dirichlet boundary condition is studied. Both the boundary controllability and the internal controllability problems are considered. Concerning the boundary controllability, the paper proves the exact controllability in \(H^{-1}(\Omega)\) with \(L^ 2\)-boundary control ...
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