Arash Bazdar

collaborators

3 papers

math.DG2020

Infinitesimal homogeneity and bundles

Arash Bazdar, Andrei Teleman

Let $Q \to M$ be a principal $G$ -bundle, and $B_{0}$ a connection on $Q$ . We introduce an infinitesimal homogeneity condition for sections in an associated vector bundle $Q \times_{G} V$ …

math.DG2018

Locally homogeneous connections on principal bundles over hyperbolic Riemann surfaces

Arash Bazdar, Andrei Teleman

Let $g$ be locally homogeneous (LH) Riemannian metric on a differentiable compact manifold $M$ , and $K$ be a compact Lie group endowed with an $ad$ -invariant inner produc…

math.DG2018

Infinitesimal isometries of connection metric and generalized moment map equation

Arash Bazdar

Let $(M, g)$ be a smooth Riemannian manifold, $K$ a compact Lie group and $p : P \to M$ a principal $K$ -bundle over $M$ endowed with a connection $A$ . Fixing a bi invariant inner produ…