Richard S. Palais, University of California, Irvine, CA, and Robert A. Palais, University of Utah, Salt Lake City, UT.
+ Read more* Introduction
* Differential equations and their solutions
* Linear differential equations
* Second-order ODE and the calculus of variations
* Newtonian mechanics
* Numerical methods
* Linear algebra and analysis
* The magic of iteration Vector fields as differential operators
* Coordinate systems and canonical forms
* Parametrized curves and arclength
* Smoothness with respect to initial conditions
* Canonical form for linear operators
* Runge-Kutta Methods
* Multistep methods
* Iterative interpolation and its error
* Bibliography
* Index
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