Linear systems theory

By:

Hespanha, Joao P

Material type: Text

9780691179575

Subject(s):

DDC classification:

510 23 HES-L

LOC classification:

QA402 .H47 2018

Contents:

1 State-space linear systems 2 Linearization 3 Causality, time invariance, and linearity 4 Impulse response and transfer function of state-space systems 5 Solutions to LTV systems 6 Solutions to LTI systems 7 Solutions to LTI systems : the Jordan normal form 8 Internal or Lyapunov stability 9 Input-output stability 10 Preview of optimal control 11 Controllable and reachable subspaces 12 Controllable systems 13 Controllable decompositions 14 Stabilizability 15 Observability 16 Output feedback 17 Minimal realizations 18 Smith-McMillan form 19 State-space poles, zeros, and minimality 20 System inverses 21 Linear quadratic regulation (LQR) 22 The algebraic Riccati equation (ARE) 23 Frequency domain and asymptotic properties of LQR 24 Output feedback 25 LQG/LQR and the Q parameterization 26 Q design

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Holdings
Item type	Current library	Collection	Call number	Status	Date due	Barcode	Item holds
Books	IIITD Reference	Mathematics	REF 510 HES-L (Browse shelf(Opens below))	Not for loan		012304

Total holds: 0

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Previous	REF 510 DEV-S Sets, functions, and logic :	REF 510 GOW-P The Princeton companion to mathematics	REF 510 GRA-C Concrete mathematics :	REF 510 HES-L Linear systems theory	REF 510 HIG-P Princeton companion to applied mathematics	REF 510 KRA-N The nature and growth of modern mathematics	REF 510 LOV-D Discrete mathematics :	Next

Includes bibliographical references and index.

1 State-space linear systems 2 Linearization 3 Causality, time invariance, and linearity 4 Impulse response and transfer function of state-space systems 5 Solutions to LTV systems 6 Solutions to LTI systems 7 Solutions to LTI systems : the Jordan normal form 8 Internal or Lyapunov stability 9 Input-output stability 10 Preview of optimal control 11 Controllable and reachable subspaces 12 Controllable systems 13 Controllable decompositions 14 Stabilizability 15 Observability 16 Output feedback
17 Minimal realizations 18 Smith-McMillan form 19 State-space poles, zeros, and minimality 20 System inverses
21 Linear quadratic regulation (LQR) 22 The algebraic Riccati equation (ARE) 23 Frequency domain and asymptotic properties of LQR 24 Output feedback
25 LQG/LQR and the Q parameterization
26 Q design

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