Ricardo Burity

activity

20142026

a

-fold products of linear forms have linear graded free resolution

1 citations · 2 across the 5 of their papers we have counts for

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math.CO2020

Logarithmic derivations associated to line arrangements

Ricardo Burity, Stefan Tohaneanu

In this paper we give full classification of rank 3 line arrangements in $P^{2}$ (over a field of characteristic 0) that have a minimal logarithmic derivation of degree 3. Th…

math.AC2020★ 1 cited

Ideals generated by $a$ -fold products of linear forms have linear graded free resolution

Ricardo Burity, Ştefan O. Tohǎneanu, Yu Xie

Given $Σ \subset R := K [x_{1}, \dots, x_{k}]$ , where $K$ is a field of characteristic 0, any finite collection of linear forms, some possibly proportional, and any $1\leq a…

Logarithmic derivations associated to line arrangements

Ideals generated by a-fold products of linear forms have linear graded free resolution

Ideals generated by $a$ -fold products of linear forms have linear graded free resolution