Special Session 146: Nonlinear differential equations: control, delay, and boundary value problems

Bifurcation of periodic solutions from central force problems
Alberto Boscaggin
University of Turin
Italy
Co-Author(s):    Walter Dambrosio and Guglielmo Feltrin
Abstract:
I will discuss the existence of periodic solutions bifurcating from a manifold of periodic solutions of a central force problem in a Euclidean space of dimension two or three. The use of proper systems of coordinates will be the essential step in verifying the needed non-degeneracy condition. Joint works with Walter Dambrosio and Guglielmo Feltrin.