activity
20102025
most citedPoincaré duality isomorphisms in tensor categories

1 citations · 2 across the 4 of their papers we have counts for

collaborators

6 papers

math.NT2025

On the p-adic integration over Igusa towers of Siegel modular varieties

Marco Adamo Seveso

We develop an explicit -adic integration theory for Igusa towers of modular Siegel manifolds, which finds applications to explicit reciprocity laws.

math.NT2025

Syntomic formalism with coefficients

Fabrizio Andreatta, Massimo Bertolini, Marco Adamo Seveso +1

This paper provides the technical tools needed in ongoing work of the authors to compute p-adic étale Abel-Jacobi maps in order to obtain explicit reciprocity laws for GSp4. In par…

math.NT2015

Triple product p-adic L-functions for balanced weights

Matthew Greenberg, Marco Adamo Seveso

We construct -adic triple product -functions that interpolate (square roots of) central critical -values in the balanced region. Thus, our construction complements that of…

math.CT2014★ 1 cited

Poincaré duality isomorphisms in tensor categories

Marc Masdeu, Marco A. Seveso

If for a vector space V of dimension g over a characteristic zero field we denote by its alternating powers, and by its linear dual, then there are natural Poi…

math.NT2014

Dirac operators in tensor categories and the motive of quaternionic modular forms

Marc Masdeu, Marco Adamo Seveso

We define a motive whose realizations afford modular forms (of arbitrary weight) on an indefinite division quaternion algebra. This generalizes work of Iovita--Spiess to odd weight…

math.NT2010★ 1 cited

L-invariants and Darmon cycles attached to modular forms

Victor Rotger, Marco Adamo Seveso

Let f be a modular eigenform of even weight k>0 and new at a prime p dividing exactly the level, with respect to an indefinite quaternion algebra. The theory of Fontaine-Mazur allo…