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20092023
most citedNew MRD codes from linear cutting blocking sets

9 citations · 101 across the 70 of their papers we have counts for

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math.AG2022

Minimal codewords in Norm-Trace codes

Daniele Bartoli, Matteo Bonini, Marco Timpanella

In this paper, we consider the affine variety codes obtained evaluating the polynomials , , at the affine $\F_{q^r}$-rational po…

math.AG2020

Locally recoverable codes from automorphism groups of function fields of genus

Daniele Bartoli, Maria Montanucci, Luciane Quoos

A Locally Recoverable Code is a code such that the value of any single coordinate of a codeword can be recovered from the values of a small subset of other coordinates. When we hav…

math.AG2019

On certain self-orthogonal AG codes with applications to Quantum error-correcting codes

Daniele Bartoli, Maria Montanucci, Giovanni Zini

In this paper a construction of quantum codes from self-orthogonal algebraic geometry codes is provided. Our method is based on the CSS construction as well as on some peculiar pro…

math.AG2019

New examples of maximal curves with low genus

Daniele Bartoli, Massimo Giulietti, Mokoto Kawakita +1

We investigate the Jacobian decomposition of some algebraic curves over finite fields with genus , and . As a corollary, explicit equations for curves that are either ma…

math.AG2018

Explicit Maximal and Minimal Curves of Artin-Schreier Type from Quadratic Forms

Daniele Bartoli, Luciane Quoos, Zülfükar Saygı +1

In this work we present explicit examples of maximal and minimal curves over finite fields in odd characteristic. The curves are of Artin-Schreier type and the construction is clos…

math.AG2017★ 2 cited

-maximal curves with many automorphisms are Galois-covered by the Hermitian curve

Daniele Bartoli, Maria Montanucci, Fernando Torres

Let be the finite field of order , with prime. It is commonly atribute to J.P. Serre the fact that any curve -covered by the Hermitian cur…