Asymptotic Solutions of Strongly Nonlinear Systems of Differential Equations BPPVXDDBGY
| URI | m2://res/BPPVXDDBGY |
|---|---|
| Kind | monograph |
| Creators | Valery V. Kozlov, Stanislav D. Furta |
| Date | 2013 |
| MSC | 34-02, 34E05, 34A25, 34D05, 34D20 |
| Scope | in |
Expressions
e1: edition
| Language | en |
|---|---|
| Date | 2013 |
| Ids | DOI 10.1007/978-3-642-33817-5, zbl 1322.34003, zbl_id 6112197 |
- m1: print, Springer Berlin Heidelberg, 2013 (record). isbn 9783642338168, isbn 9783642338175
Relations
References
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- Methods of Bifurcation Theory (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- Invariant Manifolds (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- The Hopf Bifurcation and Its Applications (e1)
- not resolved (e1)
- not resolved (e1)
- Applications of Lie Groups to Differential Equations (e1)
- not resolved (e1)
- not resolved (e1)
- Lectures on Celestial Mechanics (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- Mathematical Methods of Classical Mechanics (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- Methods of Bifurcation Theory (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- Methods of Bifurcation Theory (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- The Hopf Bifurcation and Its Applications (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- The Hopf Bifurcation and Its Applications (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- Stability Theory by Liapunov’s Direct Method (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
- not resolved (e1)
Catalogue records
- springer-series: 10.1007/978-3-642-33817-5 (work)
- zbmath_search: 6112197 (work)