3- https://doi.org/10.1007/bf01462256
Three-dimensional dynamic systems with noncoarse homoclinical contours
- Nov 1, 1973
- Mathematical Notes of the Academy of Sciences of the USSR
- N K Gavrilov
Abstract
The paper deals with bifurcations of dynamic systems having noncoarse homoclinical contours. Cases are singled out when the bifurcation surface corresponding to the appearance of a noncoarse homoclinical contour can separate a Morse-Smiley system from a system with a countable set of periodic motions. An example is adduced of the existence of a countable set of stable periodic motions.
- # Bifurcations Of Dynamic Systems
- # Three-dimensional Dynamic Systems
- # Bifurcation Surface
- # Periodic Motions
- # Dynamic Systems
- # Three-dimensional Systems
- # Stable Motions
- # Stable Periodic Motions
- # Countable Set
