Stability of Motion
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Mathematics in Science and Engineering, Volume 30: Stability of Motion deals with the problem of stability of motion. This volume investigates the problem of stability of the unperturbed motion in cases such as the system of differential equations for the perturbed motion is autonomie and the characteristic equation of the linear system that gives the first approximation has a double zero root. When the order of the system is larger than two (n > 2), all the remaining roots have negative real parts. The double root corresponds to a multiple elementary divisor of the characteristic matrix. This book is a good reference for mathematicians, students, and specialists conducting work on the stability of motion.
Table of Contents
Preface
Translators' Note
Introduction
References
An Investigation of One of the Singular Cases of the Theory of Stability of Motion, I
On the Problem of the Stability of Motion
An Investigation of One of the Singular Cases of the Theory of Stability of Motion, II
Chapter I: Systems of Second Order
An Investigation of a Transcendental Case of the Theory of Stability of Motion
References
Index
Product details
- No. of pages: 216
- Language: English
- Copyright: © Academic Press 1966
- Published: January 1, 1966
- Imprint: Academic Press
- eBook ISBN: 9781483266763
About the Author
A. M. Liapunov
About the Editor
Richard Bellman
Affiliations and Expertise
Departments of Mathematics,
Electrical Engineering, and Medicine
University of Southern California
Los Angeles, California