Emanuele Raviolo

most citedOn the rank of

n \times n

matrix multiplication

17 citations · 17 across the 2 of their papers we have counts for

collaborators

3 papers

cs.CC2012★ 17 cited

On the rank of $n \times n$ matrix multiplication

Alex Massarenti, Emanuele Raviolo

For every $p \leq n$ positive integer we obtain the lower bound $(3 - \frac{1}{p + 1}) n^{2} - (2 (p + 1 2 p) - (p - 1 2 p - 2) + 2) n$ for the rank of the $n \times n$ matrix multipl…

math.AG2012

Cycles in Jacobians: infinitesimal results

Emanuele Raviolo

Let C be a generic smooth curve of genus g\geqslant 4. We study normal functions and infinitesimal invariants associated to Ceresa cycles W_{k}-W_{k}^{-}, k=2,...,g-2. We show how…

math.AG2011

A note on Griffiths infinitesimal invariant for curves

Emanuele Raviolo

Given a generic curve of genus $g ⩾ 4$ and a smooth point $L \in W_{g - 1}^{1} (C)$ , whose linear system is base-point free, we consider the Abel-Jacobi normal function associate…

On the rank of n×n matrix multiplication

Cycles in Jacobians: infinitesimal results

A note on Griffiths infinitesimal invariant for curves

On the rank of $n \times n$ matrix multiplication