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most citedHolomorphic orbidiscs and Lagrangian Floer cohomology of symplectic toric orbifolds

21 citations · 64 across the 25 of their papers we have counts for

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math.DG2024

Strong generalized holomorphic principal bundles

Debjit Pal, Mainak Poddar

We introduce the notion of a strong generalized holomorphic (SGH) fiber bundle and develop connection and curvature theory for an SGH principal -bundle over a regular generalize…

math.DG2023

Generalized complex structure on certain principal torus bundles

Debjit Pal, Mainak Poddar

A principal torus bundle over a complex manifold with even dimensional fiber and characteristic class of type admits a family of regular generalized complex structures (GCS…

math.DG2020

A construction of SKT manifolds using toric geometry

Hatice Coban, Cagri Haciyusufoglu, Mainak Poddar

We produce infinite families of SKT manifolds by using methods of toric geometry like the -construction. These SKT manifolds are total spaces of certain principal -bundles ov…

math.DG2012

Almost complex structure, blowdowns and McKay correspondence in quasitoric orbifolds

Saibal Ganguli, Mainak Poddar

We prove the existence of invariant almost complex structure on any positively omnioriented quasitoric orbifold. We construct blowdowns. We define Chen-Ruan cohomology ring for any…

math.DG2009★ 2 cited

Blowdowns and McKay correspondence on four dimensional quasitoric orbifolds

Saibal Ganguli, Mainak Poddar

We prove the existence of torus invariant almost complex structure on any positively omnioriented four dimensional primitive quasitoric orbifold. We construct pseudo-holomorphic bl…

math.DG2008★ 1 cited

On Quasitoric Orbifolds

Mainak Poddar, Soumen Sarkar

Quasitoric spaces were introduced by Davis and Januskiewicz in their 1991 Duke paper. There they extensively studied topological invariants of quasitoric manifolds. These manifolds…