G. Tizziotti

activity

20142026

most citedConstruction of sequences with high nonlinear complexity from a generalization of the Hermitian function field

6 citations · 10 across the 19 of their papers we have counts for

collaborators

Showing 2017Show all

4 papers · 1 filter

math.AG2017

Generalized Weierstrass semigroups and Riemann-Roch spaces for certain curves with separated variables

Wanderson Tenório, Guilherme Tizziotti

In this work we study the generalized Weierstrass semigroup $H (P_{m})$ at an $m$ -tuple $P_{m} = (P_{1}, \dots, P_{m})$ of rational points on certain curv…

math.AG2017

Weierstrass Semigroup and Pure Gaps at several points on the $G K$ curve

Alonso S. Castellanos, Guilherme Tizziotti

We determine the Weierstrass semigroup $H (P_{\infty}, P_{1}, \dots, P_{m})$ at several points on the $G K$ curve. In addition, we present conditions to find pure gaps on the set o…

math.AG2017

On Gröbner Basis for certain one-point AG codes

Federico Fornasiero, Guilherme Tizziotti

In this work we present a way to construct the so-called root diagram for one-point AG codes $C$ arising from certain types of curves $X$ over $F_{q}$ with plane m…

math.AG2017

On Weierstrass semigroup at $m$ points on curves of the type f(y) = g(x)

A. S. Castellanos, G. Tizziotti

In this work we determine the so-called minimal generating set of the Weierstrass semigroup of certain $m$ points on curves $X$ with plane model of the type $f (y) = g (x)$ …

Generalized Weierstrass semigroups and Riemann-Roch spaces for certain curves with separated variables

Weierstrass Semigroup and Pure Gaps at several points on the GK curve

On Gröbner Basis for certain one-point AG codes

On Weierstrass semigroup at m points on curves of the type f(y) = g(x)

Weierstrass Semigroup and Pure Gaps at several points on the $G K$ curve

On Weierstrass semigroup at $m$ points on curves of the type f(y) = g(x)