Titlebook: Control of Distributed Parameter and Stochastic Systems; Proceedings of the I Shuping Chen,Xunjing Li,Xun Yu Zhou Conference proceedings 19

柔美流暢

https://doi.org/10.1007/978-3-658-38078-6This work is concerned with analysis and optimal control of a semilinear elliptic partial differential equation involving critical exponent. Some necessary conditions for optimality are given.

泰然自若

A Linear Parabolic Boundary Control Problem with Mixed Control-State ConstraintA simple class of linear optimal control problems for parabolic equations with mixed control-state inequality constraints is investigated. The constraints are formulated pointwise in ... It is shown how to obtain associated Lagrange multipliers in ..-spaces.

Musculoskeletal

圓木可阻礙

Identification Problem for a Wave Equation via Optimal ControlWe approximate an identification problem by applying optimal control techniques to a Tikhonov’s regularization. We seek to identify the dispersive coefficient in a wave equation and allow for the case of error or uncertainty in the observations used for the identification.

cluster

Optimal Control Theory: From Finite Dimensions to Infinite DimensionsOptimal control theory has more than 40 years of history. For deterministic finite dimensional case, the works of Pontryagin . (maximum principle [14]), Bellman (dynamic programming [1]) and Kalman (linear quadratic regulator problem [6]) have been regarded as three main milestones in the field.

訓誡

Stabilization of Linear Boundary Control Systems of Parabolic Type: An Algebraic ApproachWe consider in this paper the stabilization problem of a class of linear boundary control systems of parabolic type by means of feedback control.

輕快帶來危險

付出

IFIP Advances in Information and Communication Technologyhttp://image.papertrans.cn/c/image/237365.jpg

CLEAR

Control of Distributed Parameter and Stochastic Systems978-0-387-35359-3Series ISSN 1868-4238 Series E-ISSN 1868-422X

散步

Von Gabe, Gift und Zivilisationsemigroup, but it is neither sectorial nor associated with a coercive sesquilinear form. We show that these properties can be obtained by using an appropriate inner product other than the usual energy inner product.