Reversible equivariant Hamiltonian bifurcation theory

The main aim is to develop systematic methods for studying local and global bifurcations in Hamiltonian dynamical systems with symmetries (time-preserving [equivariance] and time-reversing [reversibility]). It is well known that symmetries affect such bifurcations, and the aim is to classify such bifurcations as well as study (local) dynamical consequences. Subtheme is the comparison between reversible-equivariant and Hamiltonian reversible-equivariant systems. Current projects include: