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Project: Normal forms and reduction methods at resonances in dynamical systems.

project duration
01-OCT-94 – 31-DEC-99
abstract
The project concentrates on a detailed study of local bifurcations at resonances in dynamical systems, and in particular on the reduction methods used in such study : normal forms, the Liapunov-Schmidt method and singularity theory. We put soms special emphasis on reversible and conservative systems, and on the relation between these two types of systems.