Fifteen years have elapsed after the second edition of Practical Bifurcation and Stability Analysis was published. During that time period the ?eld of computational bifurcation has become mature. Today, bifurcation mec- nisms are widely accepted as decisive phenomena for explaining and - derstanding stability and structural change. Along with the high level of sophistication that bifurcation analysis has reached, the research on basic computational bifurcation algorithms is essentially completed, at least in - dinary di?erential equations. The focus has been shifting from mathematical foundations towards applications. The evolution from equilibrium to chaos has become commonplace and is no longer at the cutting edge of innovation. But the corresponding methods of practical bifurcation and stability analysis remain indispensable instruments in all applications of mathematics. This constant need for practical bifur- tion and stability analysis has stimulated an e?ort to maintain this book on a present-day level. The author's endeavor has resulted in this third edition. It is based on more than three decades of practical experience with the subject, and on many courses given at several universities.
| ISBN: | 9781441917393 |
| Publication date: | 14th December 2009 |
| Author: | R Seydel |
| Publisher: | Springer an imprint of Springer New York |
| Format: | Hardback |
| Pagination: | 483 pages |
| Series: | Interdisciplinary Applied Mathematics |
| Genres: |
Cybernetics and systems theory Numerical analysis Mathematical physics Maths for engineers |
Fifteen years have elapsed after the second edition of Practical Bifurcation and Stability Analysis was published. During that time period the ?eld of computational bifurcation has become mature. Today, bifurcation mec- nisms are widely accepted as decisive phenomena for explaining and - derstanding stability and structural change. Along with the high level of sophistication that bifurcation analysis has reached, the research on basic computational bifurcation algorithms is essentially completed, at least in - dinary di?erential equations. The focus has been shifting from mathematical foundations towards applications. The evolution from equilibrium to chaos has become commonplace and is no longer at the cutting edge of innovation. But the corresponding methods of practical bifurcation and stability analysis remain indispensable instruments in all applications of mathematics. This constant need for practical bifur- tion and stability analysis has stimulated an e?ort to maintain this book on a present-day level. The author's endeavor has resulted in this third edition. It is based on more than three decades of practical experience with the subject, and on many courses given at several universities.
Practical Bifurcation and Stability Analysis features in the following genres: Cybernetics and systems theory, Numerical analysis, Mathematical physics, Maths for engineers
Practical Bifurcation and Stability Analysis is available in Hardback
Practical Bifurcation and Stability Analysis was written by R Seydel and published by Springer an imprint of Springer New York
Practical Bifurcation and Stability Analysis has 483 pages
Yes it is part of Interdisciplinary Applied Mathematics series