6533b7dafe1ef96bd126e00f
RESEARCH PRODUCT
Bifurcations of Links of Periodic Orbits in Non-Singular Systems with Two Rotational Symmetries on S3
J. Martínez AlfaroB. CamposP. Vindelsubject
Algebra and Number TheoryClassical mechanicsFlow (mathematics)Non singularHomogeneous spacePeriodic orbitsSymmetry (geometry)Type (model theory)TopologyBifurcationMathematicsdescription
A topological characterization of all possible links composed of the periodic orbits of a Non Singular Morse-Smale flow on S3 has been made by M. Wada. The presence of symmetry forces the appearance of given types of links. In this paper we introduce a geometrical tool to represent these type of links when a symmetry around two axes is considered on NMS systems: mosaics. On the other hand, we use mosaics to study what kind of bifurcation can occur in this type of system maintaining the symmetry.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 1997-04-01 | Journal of Knot Theory and Its Ramifications |