1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.SG2025
The Simplicity of the Group of Weakly Hamiltonian Diffeomorphisms on Cosymplectic Manifolds
S. Tchuiaga, P. Bikorimana
We establish a cosymplectic counterpart of Banyaga's theorem by proving that the group of weakly Hamiltonian diffeomorphisms, $\Ham_{η,ω}(M)$, is simple on any closed cosymplectic…
math.DG2020
On the geometry of co-Hamiltonian diffeomorphisms
S. Tchuiaga, P. Bikorimana
This paper studies the geometry of the group of all co-Hamiltonian diffeomorphisms of a compact cosymplectic manifold . The fix-point theory for co-Hamiltonian diffeomor…
math.DG2019★ 1 cited
On cosymplectic dynamics
S. Tchuiaga, F. Houenou, P. Bikorimana
Cosymplectic geometry can be viewed as an odd dimensional counterpart of symplectic geometry. Likely in the symplectic case, a related property which is preservation of closed form…