Stability and Stable Oscillations in Discrete Time Systems
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A01=Aristide Halanay
A01=Vladimir Rasvan
Absolute Stability
ABSOLUTE STABILITY CRITERION
Adjoint System
advanced discrete system stability analysis
Asymptotic Stability
Author_Aristide Halanay
Author_Vladimir Rasvan
Category=GPFC
Category=PBD
Category=PBV
Category=PBW
Category=PHU
chemical process dynamics
Constant Sampling Period
difference equations
digital filter stability
Discrete Time Systems
Em Ark
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Exponentially Stable
Frequency DOM Ain Inequality
Frequency Domain Condition
Globally Asymptotically Stable
Liapunov Functions
Linear Periodic Systems
Linear System
Lu Tion
neurodynamic modelling
nonlinear control theory
Odic Solution
Optimal Input Sequence
Ordinary Differential Equations
Periodic Sequence
Periodic Solution
Routh Hurwitz Conditions
sampled data analysis
State Transition Matrix
T-periodic Solution
Uniform Asymptotic Stability
Unit Disk
Product details
- ISBN 9789056996710
- Weight: 544g
- Dimensions: 152 x 229mm
- Publication Date: 31 Oct 2000
- Publisher: Taylor & Francis Ltd
- Publication City/Country: GB
- Product Form: Hardback
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The expertise of a professional mathmatician and a theoretical engineer provides a fresh perspective of stability and stable oscillations. The current state of affairs in stability theory, absolute stability of control systems, and stable oscillations of both periodic and almost periodic discrete systems is presented, including many applications in engineering such as stability of digital filters, digitally controlled thermal processes, neurodynamics, and chemical kinetics. This book will be an invaluable reference source for those whose work is in the area of discrete dynamical systems, difference equations, and control theory or applied areas that use discrete time models.
Aristide Halanay, Vladimir Rasvan
