Stability of Linear Systems

E569293

"Stability of Linear Systems" is a foundational book by Eliahu I. Jury that systematically develops the theory and criteria for determining the stability of linear dynamical and control systems.

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Predicate Object
instanceOf book
author Eliahu I. Jury NERFINISHED
contribution formalization of the Jury stability test for discrete-time systems
systematic development of stability criteria for linear systems
educationalUse graduate-level textbook
reference book for engineers
field control theory
linear systems theory
systems and control engineering
focus algebraic tests for stability
criteria for determining stability of linear systems
practical stability tests for engineers
relationship between polynomial coefficients and root locations
hasAuthorNationality Israeli-American
intendedAudience control engineers
electrical engineers
graduate students in control theory
language English
publisher Prentice-Hall NERFINISHED
topic Jury stability test NERFINISHED
Lyapunov stability NERFINISHED
Routh–Hurwitz criterion NERFINISHED
asymptotic stability
bounded-input bounded-output stability
characteristic equations
continuous-time systems
difference equations
digital control systems
discrete-time systems
feedback control systems
frequency-domain methods
linear dynamical systems
marginal stability
polynomial stability criteria
root location in the complex plane
stability analysis
state-space methods
time-domain methods
usedIn courses on digital control
courses on stability theory
university courses on linear systems

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Eliahu I. Jury notableWork Stability of Linear Systems