WE study the existence of regular periodic solutions to some dynamical systems whose potential energy is negative, has only a singlular point and goes to zero at infinity. We give sufficient conditions to the existence of periodic solutions of assigned period which do not meet the singularity
Dynamical systems with Newtonian type potential
GIANNONI, Fabio;
1987-01-01
Abstract
WE study the existence of regular periodic solutions to some dynamical systems whose potential energy is negative, has only a singlular point and goes to zero at infinity. We give sufficient conditions to the existence of periodic solutions of assigned period which do not meet the singularityFile in questo prodotto:
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