Nasser Saipele Nansidi

collaborators

Showing math.DSShow all

4 papers · 1 filter

math.DS2026

Diffeomorphism Group Actions on Para-Kähler Structures: Lifts and Induced Dynamics on 3-Webs

Bertuel Tangue Ndawa, Ferdinand Ngakeu, Nasser Saipele Nansidi +1

Let $M$ be a smooth manifold equipped with a para-Kähler structure. We define an action of the diffeomorphism group $Diff (M)$ on the space of para-Kähler structures…

math.DS2026

Factorization of Isomorphisms of $(H, θ)$ -twisted Lie algebroids

Nasser Saipele nansidi, Bertuel Tangue Ndawa, Luc Emery Diekouam Fotso +2

We study the isomorphism groupoid $T (M)$ of $θ$ -almost twisted Poisson ( $θ$ -atP) structures on a smooth manifold $M$ , focusing on the internal structure of its morphisms.…

math.DS2026

Bi-Lagrangian and transverse Dirac structures induced on the Whitney sum

Bertuel Tangue Ndawa, Ferdinand Ngakeu, Nasser Saipele Nansidi

Let $(M, ω, F_{1}, F_{2})$ be a bi-Lagrangian manifold. For a distribution $D \subseteq T M$ , we characterize when the subbundle $N^{*t}\mathcal{D}:=\mathcal{D…

math.DS2025

On the geometric quantization of $θ$ -almost twisted Poisson manifold

Nasser Saipele Nansidi, Bertuel Tangue Ndawa, Joseph Dongho

We introduce and investigate the concept of a $θ$ -almost twisted Poisson manifold $(M, Λ, φ, θ)$ . This structure consists of a smooth manifold $M$ equipped with a bivector field $Λ$ ,…

Diffeomorphism Group Actions on Para-Kähler Structures: Lifts and Induced Dynamics on 3-Webs

Factorization of Isomorphisms of (H,θ)-twisted Lie algebroids

Bi-Lagrangian and transverse Dirac structures induced on the Whitney sum

On the geometric quantization of θ-almost twisted Poisson manifold

Factorization of Isomorphisms of $(H, θ)$ -twisted Lie algebroids

On the geometric quantization of $θ$ -almost twisted Poisson manifold