activity
20042026
most citedOn the shape of a pure O-sequence

6 citations · 36 across the 42 of their papers we have counts for

collaborators

52 papers

math.FA2026

A universal characterisation of the Bochner integral

Jean-David Jacques, Felix Medwed, Fabrizio Zanello

We provide a universal characterisation of the Banach spaces of equivalence classes of Bochner integrable functions, under equality almost everywhere, as initial objects in a…

math-ph2023

Renormalization of Higher Currents of the sine-Gordon Model in pAQFT

Fabrizio Zanello

In this paper we show that the higher currents of the sine-Gordon model are super-renormalizable by power counting in the framework of pAQFT. First we obtain closed recursive formu…

math.CO2022

On the number of even values of an eta-quotient

Fabrizio Zanello

The goal of this note is to provide a general lower bound on the number of even values of the Fourier coefficients of an arbitrary eta-quotient , over any arithmetic progression…

math.AC2022

Log-concavity of level Hilbert functions and pure -sequences

Fabrizio Zanello

We investigate log-concavity in the context of level Hilbert functions and pure -sequences, two classes of numerical sequences introduced by Stanley in the late Seventies whose…

math.CO2021

Deducing the positive odd density of from that of a multipartition function: An unconditional proof

Fabrizio Zanello

A famous conjecture of Parkin-Shanks predicts that is odd with density . Despite the remarkable amount of work of the last several decades, however, even showing this d…

math-ph2020★ 6 cited

Geometric integration by parts and Lepage equivalents

Marcella Palese, Olga Rossi, Fabrizio Zanello

We compare the integration by parts of contact forms - leading to the definition of the interior Euler operator - with the so-called canonical splittings of variational morphisms.…