Commande Optimale

27 books
Optimal controlFrank L. Lewis
⏱ 9h 12m

Optimal control

Frank L. Lewis

1986552 pp.
Markov models and optimizationM. H. A. Davis
⏱ 4h 55m

Markov models and optimization

M. H. A. Davis

1993295 pp.
Foundations of optimal control theoryE. B. Lee
⏱ 9h 36m

Foundations of optimal control theory

E. B. Lee

1967576 pp.
Mathematical programming and control theoryB. D. Craven
⏱ 2h 50m

Mathematical programming and control theory

B. D. Craven

1978170 pp.
Constrained Optimization in the Calculus of Variations and Optimal Control TheoryJ. Gregory
⏱ 3h 52m

Constrained Optimization in the Calculus of Variations and Optimal Control Theory

J. Gregory

2017232 pp.
Optimal Control TheoryDonald E. Kirk
⏱ 7h 44m

Optimal Control Theory

Donald E. Kirk

1970464 pp.
Bifurcation of extremals in optimal controlJacob Kogan
⏱ 1h 46m

Bifurcation of extremals in optimal control

Jacob Kogan

1986106 pp.
Calculus of variations and optimal controlAleksandr Davidovich Ioffe
⏱ 4h 40m

Calculus of variations and optimal control

Aleksandr Davidovich Ioffe

1999280 pp.
Probability TheoryY.A. Rozanov
⏱ 2h 28m

Probability Theory

Y.A. Rozanov

1977148 pp.
Optimal design of control systemsG. E. Kolosov
⏱ 6h 43m

Optimal design of control systems

G. E. Kolosov

1999403 pp.
Optimal control systemsA. A. Feld́baum
⏱ 7h 32m

Optimal control systems

A. A. Feld́baum

1965452 pp.
Introduction to optimal controlIan McCausland
⏱ 4h 18m

Introduction to optimal control

Ian McCausland

1969258 pp.
Optimal control applied to biological modelsSuzanne Lenhart
⏱ 4h 34m

Optimal control applied to biological models

Suzanne Lenhart

2007274 pp.
Optimal control theoryLeonard David Berkovitz
⏱ 5h 4m

Optimal control theory

Leonard David Berkovitz

1974304 pp.
Adaptive optimal controlRobert R. Bitmead
⏱ 4h 4m

Adaptive optimal control

Robert R. Bitmead

1990244 pp.
Optimal control of partial differential equationsK.-H Hoffmann
⏱ 5h 23m

Optimal control of partial differential equations

K.-H Hoffmann

1999323 pp.
Contro le optimalEmmanuel Tre lat
⏱ 4h 2m

Contro le optimal

Emmanuel Tre lat

2005242 pp.
Optimal control, expectations and uncertaintySean Holly
⏱ 4h 12m

Optimal control, expectations and uncertainty

Sean Holly

1989252 pp.
Dynamic programming and its application to optical controlR. Boudarel
⏱ 4h 12m

Dynamic programming and its application to optical control

R. Boudarel

1971252 pp.
Probability theoryRozanov, I͡U. A.
⏱ 2h 28m

Probability theory

Rozanov, I͡U. A.

1977148 pp.
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