Dynamical Systems III
β Scribed by Vladimir I. Arnold (auth.), Vladimir I. Arnold (eds.)
- Publisher
- Springer Berlin Heidelberg
- Year
- 1988
- Tongue
- English
- Leaves
- 305
- Series
- Encyclopaedia of Mathematical Sciences 3
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Table of Contents
Front Matter....Pages I-XIV
Basic Principles of Classical Mechanics....Pages 1-48
The n -Body Problem....Pages 49-77
Symmetry Groups and Reduction (Lowering the Order)....Pages 78-106
Integrable Systems and Integration Methods....Pages 107-137
Perturbation Theory for Integrable Systems....Pages 138-211
Nonintegrable Systems....Pages 212-250
Theory of Small Oscillations....Pages 251-273
Back Matter....Pages 274-294
β¦ Subjects
Theoretical, Mathematical and Computational Physics;Analysis
π SIMILAR VOLUMES
This volume contains five surveys on dynamical systems. The first one deals with nonholonomic mechanics and gives an updated and systematic treatment ofthe geometry of distributions and of variational problems with nonintegrable constraints. The modern language of differential geometry used througho
This volume contains five surveys on dynamical systems. The first one deals with nonholonomic mechanics and gives anupdated and systematic treatment ofthe geometry ofdistributions and of variational problems with nonintegrableconstraints. The modern language of differential geometryused throughout t
<p>DYNAMICS REPORTED reports on recent developments in dynamical systems. Dynamical systems of course originated from ordinary differential equations. Today, dynamical systems cover a much larger area, including dynamical proΒ cesses described by functional and integral equations, by partial and sto
<p>DYNAMICS REPORTED reports on recent developments in dynamical systems. Dynamical systems of course originated from ordinary differential equations. Today, dynamical systems cover a much larger area, including dynamical processes described by functional and integral equations, by partial and stoch