activity
20142026
most citedOn cosymplectic dynamics

1 citations · 2 across the 14 of their papers we have counts for

collaborators

16 papers

math.GT2026

-Analogue of Ismagilov's Theorem

Stéphane Tchuiaga

We establish a topological analogue of Ismagilov's theorem concerning the first continuous cohomology of volume-preserving diffeomorphisms. For a closed oriented manifold \(M\) wit…

math.SG2026

Abel-Jacobi Map and Symplectic Topology

Stephane Tchuiaga

We develop a harmonic-coordinate approach to the identity component of the symplectomorphism group of a closed oriented surface of genus . Using an intrinsic deco…

math.DS2025

A Hofer-like Metric on the Space of Anosov Flows

Stéphane Tchuiaga

This paper develops a family of Hofer-like metrics ($\dAnV{V}$) on the space of Anosov vector fields $\An(M)$, providing dynamically relevant distances based on the cost of deforma…

math.DG2025

Isometric Splitting of Metrics Without Conjugate Points on

Stéphane Tchuiaga

We establish a global rigidity theorem for Riemannian metrics without conjugate points on three-manifolds of the form , where is a compact orientable surface o…

math.NT2025

Arithmetic Aspects of Weil Bundles over -Adic Manifolds

S. Tchuiaga, C. Dor Kewir

We introduce a systematic theory of Weil bundles over \( p \)-adic analytic manifolds, forging new connections between differential calculus over non-archimedean fields and arithme…

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…