LINE INTEGRAL METHODS and their application to the numerical solution of conservative problems
arXiv:1301.2367
Abstract
These are the lecture notes of a course given by the first author on December 27, 2012 - January 4, 2013, held at the Academy of Mathematics and Systems Science Chinese Academy of Sciences in Beijing.
68 pages
References in corpus (6)
- Hamiltonian Boundary Value Methods (Energy Conserving Discrete Line Integral Methods)
- A unifying framework for the derivation and analysis of effective classes of one-step methods for ODEs
- A note on the efficient implementation of Hamiltonian BVMs
- A Two Step, Fourth Order, Nearly-Linear Method with Energy Preserving Properties
- The Hamiltonian BVMs (HBVMs) Homepage
- Numerical Solution of ODEs and the Columbus' Egg: Three Simple Ideas for Three Difficult Problems