By Alain Bensoussan, Jacques Louis Lions

ISBN-10: 0387167293

ISBN-13: 9780387167299

Textual content: English, French

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**Additional resources for Analysis and Optimization of Systems**

**Example text**

Levy assignuent Trans. Pandolfi, equations. iinear-quadratic-Gaussian control, 18. optiual Robustness systeus. controllers Control, Autom. properties Proc. and 49-75. of 2 1 s t for AC-25, of linear 528-531. linear Conference quadratic on D e c i s i o n 1267-1272. (1978). for Autom. L. the in t h e s t a t e , quadratic (1982). for and O p t i m i z a t i o n . IEEE T r a n s . W. Control Generalized systems. hereditary OIbrot, $1AN J. (1980). hereditary theory systems witb delays observations.

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1980). the u (~)). nxr and nxr, t ~ ~ of function t~ nxn, (~), As. O];R,}. u is u ( v ), non-negative with for )) (I) = ~[(x(t),hlxt~Blut)'{Q~,Q,,Q2}(x(t),A,x,÷B,ut) where to real problem consisting and a generalized ~ B,u(t-h) nxn. the OPTIMAL REGULATOR control dimensions taken in is described by (x(O),x(~),u(~ trajectory of x(£), + B,u(t) a positive positive (4~,4~) all in state and control in R" x L e ( [ - h , O ] ; R . ) h is with generalized J(u) is state called for 0 O. The system i A,x(t-h) an e l e m e n t The t i m e real cost functional.

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