Carla Mascia

activity

20182021

collaborators

6 papers

math.AC2021

$(S_{2})$ -condition and Cohen-Macaulay binomial edge ideals

Alberto Lerda, Carla Mascia, Giancarlo Rinaldo +1

We describe the simplicial complex $Δ$ such that the initial ideal of $J_{G}$ is the Stanley-Reisner ideal of $Δ$ . By $Δ$ we show that if $J_{G}$ is $(S_{2})$ then $G$ is accessible. We…

cs.CR2021

A survey on Functional Encryption

Carla Mascia, Massimiliano Sala, Irene Villa

Functional Encryption (FE) expands traditional public-key encryption in two different ways: it supports fine-grained access control and allows learning a function of the encrypted…

math.AC2020

Primality of polyomino ideals by quadratic Gröbner basis

Carla Mascia, Giancarlo Rinaldo, Francesco Romeo

In this work, we provide a necessary and sufficient condition on a polyomino ideal for having the set of inner 2-minors as degree reverse lexicographic Gröbner basis, due to combin…

math.AC2019

Primality of multiply connected polyominoes

Carla Mascia, Giancarlo Rinaldo, Francesco Romeo

It is known that the polyomino ideal of simple polyominoes is prime. In this paper, we focus on multiply connected polyominoes, namely polyominoes with holes, and observe that the…

math.AC2018

Extremal Betti numbers of some Cohen-Macaulay binomial edge ideals

Carla Mascia, Giancarlo Rinaldo

We provide the regularity and the Cohen-Macaulay type of binomial edge ideals of Cohen-Macaulay cones, and we show the extremal Betti numbers of some classes of Cohen-Macaulay bino…