Tupling in three-dimensional reversible mappings

Abstract

Feigenbaum's parameter scaling exponents S are calculated for l.3m,l.5m,l.7m,l.9m sequences of periodic orbits in a class of three-dimensional non-measure-preserving reversible mappings. Some preliminary results on orbit scaling exponents for l.3m sequences are also included. Scaling exponents found so far are the same as those found for two-dimensional reversible mappings.