The work shows, by means of examples coming from different corners of physics, how physical and mathematical questions c
231 67 5MB
English Pages 396 [409] Year 2023
Table of contents :
Contents
1 Introduction
2 Nonlinear maps
3 Dynamical systems
4 Ordinary differential equations I, initial value problems
5 Ordinary differential equations II, boundary value problems
6 Ordinary differential equations III, memory, delay and noise
7 Partial differential equations I, basics
8 Partial differential equations II, applications
9 Monte Carlo methods
A Matrices and systems of linear equations
B Program library
C Solutions of the problems
D README and a short guide to FE-tools
Index