On the Hofer–Zehnder conjecture on weighted projective spaces
On the Hofer–Zehnder conjecture on weighted projective spaces
We prove an extension of the homology version of the Hofer–Zehnder conjecture proved by Shelukhin to the weighted projective spaces which are symplectic orbifolds. In particular, we prove that if the number of fixed points counted with their isotropy order as multiplicity of a non-degenerate Hamiltonian diffeomorphism of such a …