S. Chakraborty

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20182026

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1 citations · 1 across the 13 of their papers we have counts for

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math.AG2026

$A^{1}$ -connectedness of moduli of vector bundles on a stacky curve

Sujoy Chakraborty, Saurav Holme Choudhury, Rakesh Pawar

Let $C$ be a projective stacky curve over an infinite field, together with a generating sheaf $E$ . We consider the moduli stack of $E$ -semistable vec…

math.AG2026

Artin-Schreier Root Stacks and lifts of group actions

Sujoy Chakraborty, Souradeep Majumder

Let $G$ be a connected affine algebraic group defined over a field of positive characteristic. We prove that the action of $G$ on a smooth projective variety can be lifted to its a…

math.AG2026

Brauer group of moduli of stable parabolic $SL (r, C)$ and $PGL (r, C)$ -connections and Higgs bundles over a curve

Pavan Adroja, Sujoy Chakraborty

Let $X$ be a compact Riemann surface of genus at least $3$ . We compute the Brauer groups of the moduli spaces of stable parabolic $SL (r, C)$ -connections and stable s…

math.AG2026

Brauer group of moduli stacks of parabolic principal bundles over a curve

Indranil Biswas, Sujoy Chakraborty

We prove that the Brauer group of the moduli stack of parabolic stable principal $PGL (r, C)$ -bundles on a curve $X$ , for a generic system of weights along an arbitra…

A1-connectedness of moduli of vector bundles on a stacky curve

Artin-Schreier Root Stacks and lifts of group actions

Brauer group of moduli of stable parabolic SL(r,C) and PGL(r,C)-connections and Higgs bundles over a curve

Brauer group of moduli stacks of parabolic principal bundles over a curve

$A^{1}$ -connectedness of moduli of vector bundles on a stacky curve

Brauer group of moduli of stable parabolic $SL (r, C)$ and $PGL (r, C)$ -connections and Higgs bundles over a curve