All listings for this product
Best-selling in Non-Fiction Books
Save on Non-Fiction Books
- AU $57.99Trending at AU $62.11
- AU $34.65Trending at AU $36.61
- AU $73.11Trending at AU $74.82
- AU $27.64Trending at AU $35.93
- AU $18.13Trending at AU $23.76
- AU $37.59Trending at AU $40.09
- AU $34.02Trending at AU $36.09
About this product
- DescriptionA unified treatment of resonant problems with special emphasis on the recently discovered phemen of homoclinic jumping. After a survey of the necessary background, the book develops a general finite dimensional theory of homoclinic jumping, illustrating it with examples. The main mechanism of chaos near resonances is discussed in both the dissipative and the Hamiltonian context, incorporating previously unpublished new results on universal homoclinic bifurcations near resonances, as well as on multi-pulse Silnikov manifolds. The results are applied to a variety of different problems, which include applications from beam oscillations, surface wave dynamics, nlinear optics, atmospheric science and fluid mechanics.
- Author(s)G. Haller
- PublisherSpringer-Verlag New York Inc.
- Date of Publication01/09/1999
- Series TitleApplied Mathematical Sciences
- Series Part/Volume Numberv. 138
- Place of PublicationNew York, NY
- Country of PublicationUnited States
- ImprintSpringer-Verlag New York Inc.
- Content Notebiography
- Weight807 g
- Width155 mm
- Height235 mm
- Spine25 mm
- Format DetailsLaminated cover
This item doesn't belong on this page.
Thanks, we'll look into this.