Numerical continuation methods for dynamical systems : path following and boundary value problems
Bernd Krauskopf, Hinke M. Osinga, Jorge Galán-Vioque (Eds.).
Dordrecht : Springer ; Bristol : Canopus, ©2007.
xix, 399 págs. : ilustraciones (algunas col.) ; 24 cm.
Serie: Understanding complex systems
ISBN: 9781402063558 (hb), 9781402063565 (e-book)
Versión electrónica disponible en SpringerLink.
Incluye referencias bibliográficas.
Reseña: MathSciNet, 2008f:37001
Contenido
- Eusebius J. Doedel, Lecture notes on numerical analysis of nonlinear equations
- Willy Govaerts and Yuri A. Kuznetsov, Interactive continuation tools
- Michael E. Henderson, Higher-dimensional continuation
- Bernd Krauskopf and Hinke M. Osinga, Computing invariant manifolds via the continuation of orbit segments
- Donald G. Aronson and Hans G. Othmer, The dynamics of SQUIDs and coupled pendula
- Sebastian M. Wieczorek, Global bifurcation analysis in laser systems
- Emilio Freire and Alejandro J. Rodríguez-Luis, Numerical bifurcation analysis of electronic circuits
- John Guckenheimer and M. Drew LaMar, Periodic orbit continuation in multiple time scale systems
- Jorge Galán-Vioque and André Vanderbauwhede, Continuation of periodic orbits in symmetric Hamiltonian systems
- Wolf-Jürgen Beyn and Vera Thümmler, Phase conditions, symmetries and PDE continuation
- Alan R. Champneys and Björn Sandstede, Numerical computation of coherent structures
- Dirk Roose and Robert Szalai, Continuation and bifurcation analysis of delay differential equations.
