G. Papadopoulos

collaborators

3 papers

math.DG2026

On the rigidity of special and exceptional geometries with torsion a closed $3$ -form

Georgios Papadopoulos

Under some suitable assumptions Riemannian manifolds $(M, g, H)$ that admit a connection $\nabla^$ with torsion a 3-form $H$ , which is both closed $d H = 0$ and $\nabla^$ -covar…

math.DG2026

Geometry of the moduli space of Hermitian-Einstein connections on manifolds with a dilaton

Georgios Papadopoulos

We demonstrate that the moduli space of Hermitian-Einstein connections $M_{H E}^{*} (M^{2 n})$ of vector bundles over compact non-Gauduchon Hermitian manifolds $(M^{2 n}, g, I ¨ )$ …

hep-th2025

Geometry and symmetries of Hermitian-Einstein and instanton connection moduli spaces

Georgios Papadopoulos

We investigate the geometry of the moduli spaces $\mathscr{M}_{\HE}^*(M^{2n})$ of Hermitian-Einstein irreducible connections on a vector bundle $E$ over a KÃ¤hler with torsion (KT)…

On the rigidity of special and exceptional geometries with torsion a closed 3-form

Geometry of the moduli space of Hermitian-Einstein connections on manifolds with a dilaton

Geometry and symmetries of Hermitian-Einstein and instanton connection moduli spaces

On the rigidity of special and exceptional geometries with torsion a closed $3$ -form