All Stories

  1. On the extended Lee homomorphism on locally conformal cosymplectic manifolds
  2. Towards the cosymplectic topology
  3. C0-transport of flux geometry
  4. The classical structures of the group of cosymplectic diffeomorphisms
  5. Hofer-Like Geometry and Flux Theory
  6. C0–Symplectic Geometry Under Displacements
  7. Studies the Symplectic counterparts of some results from Hamiltonian Dynamics
  8. A study of topological counterparts of symplectic dynamics
  9. A suitable version of the Hofer-like metric is used to study the group of Ssympeomorphisms