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20062026
most citedRegulators of canonical extensions are torsion: the smooth divisor case

5 citations · 18 across the 29 of their papers we have counts for

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math.AG2026

Rationality of Kontsevich moduli of stable maps, and their Galois descents

Jaya NN Iyer

Let k be a field and X be a geometrically rational variety over k. We investigate the Kontsevich moduli spaces of genus zero, stable maps with curve classes of low degree on X over…

math.AG2026

Torsion of extended Chern-Simons classes for canonical extensions of flat bundles

Jaya NN Iyer, Carlos Simpson

Let be a smooth complex projective variety and a divisor with simple normal crossings. Consider Deligne's canonical extension of a fl…

math.AG2026

Regulators of canonical extensions are torsion:the case of two transversally intersecting smooth divisors

Jaya NN Iyer, Carlos Simpson

This note extends the main result of \cite{IS} 2007 --- torsion of the extended Chern--Simons (regulator) classes of the Deligne canonical extension of a flat bundle with unipotent…

math.AG2025

A note on the Brill-Noether loci of small codimension in moduli space of stable bundles

Pritthijit Biswas, Jaya NN Iyer

Let be a smooth projective curve of genus over the field . Let denote the moduli space of stable rank vector bundles on with fixed determin…

math.AG2021

Brauer Groups of Algebraic Stacks and GIT-Quotients

Jaya Iyer, Roy Joshua

In this paper we consider the Brauer groups of algebraic stacks and GIT quotients: the only algebraic stacks we consider in this paper are quotient stacks [X/G], where X is a smoot…

math.AG2020

Tautological algebra of the moduli stack of semistable bundles of rank 2 on a general curve

Chandranandan Gangopadhyay, Jaya NN Iyer, Arijit Mukherjee

Our aim is to determine the tautological algebra generated by the cohomology classes of the Brill-Noether loci in the rational cohomology of the moduli stack o…