Aline V. Andrade

activity

20172023

most citedLefschetz property and powers of linear forms in

K [x, y, z]

3 citations · 3 across the 3 of their papers we have counts for

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math.AG2017★ 3 cited

Lefschetz property and powers of linear forms in $K [x, y, z]$

Charles Almeida, Aline V. Andrade

In [9], Migliore, Miró-Roig and Nagel, proved that if $R = K [x, y, z]$ , where $K$ is a field of characteristic zero, and $I = (L_{1}^{a_{1}}, \dots, L_{r}^{a_{4}})$ is an ideal…

Lefschetz property and powers of linear forms in K[x,y,z]

Lefschetz property and powers of linear forms in $K [x, y, z]$