Udhav Fowdar

activity

20202026

G_{2}

-structures with torsion

1 citations · 3 across the 10 of their papers we have counts for

collaborators

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math.DG2026

Sasaki with torsion manifolds and string backgrounds

Beatrice Brienza, Anna Fino, Udhav Fowdar +1

Motivated by the analogy with the Bismut connection in Hermitian geometry, we study Sasaki with torsion manifolds. In particular, we characterize co-Kähler-like and flat Sasaki wit…

math.DG2026

Flows of geometric structures II

Daniel Fadel, Udhav Fowdar, Eric Loubeau +2

We advance the general theory of flows of tensorial $H$ -structures, focusing on non-isometric flows and on the case $H = SU (m) \subset SO (2 m)$ . Afte…

math.DG2026

Isometric solutions to the heterotic $G_{2}$ -system

Viviana del Barco, Udhav Fowdar, Andrés J. Moreno

In this note, we construct new solutions to the heterotic $G_{2}$ -system with non-abelian gauge group, both compact and non-compact, on certain $2$ -step nilmanifolds and $3$ …

Sasaki with torsion manifolds and string backgrounds

Flows of geometric structures II

Isometric solutions to the heterotic G2​-system

Isometric solutions to the heterotic $G_{2}$ -system