Antonino Ficarra

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20212026

most citedUpper bounds for Extremal Betti Numbers of

t

-Spread Strongly Stable Ideals

4 citations · 17 across the 50 of their papers we have counts for

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math.AC2021

A numerical characterization of the extremal Betti numbers of $t$ -spread strongly stable Ideals

Luca Amata, Antonino Ficarra, Marilena Crupi

Let $K$ be a field and let $S = K [x_{1}, \dots, x_{n}]$ be a standard polynomial ring over a field $K$ . We characterize the extremal Betti numbers, values as well positions, of a $t$ -sprea…

math.AC2021★ 4 cited

Upper bounds for Extremal Betti Numbers of $t$ -Spread Strongly Stable Ideals

Luca Amata, Antonino Ficarra, Marilena Crupi

We study the extremal Betti numbers of the class of $t$ --spread strongly stable ideals. More precisely, we determine the maximal number of admissible extremal Betti numbers for suc…

A numerical characterization of the extremal Betti numbers of t-spread strongly stable Ideals

Upper bounds for Extremal Betti Numbers of t-Spread Strongly Stable Ideals

A numerical characterization of the extremal Betti numbers of $t$ -spread strongly stable Ideals

Upper bounds for Extremal Betti Numbers of $t$ -Spread Strongly Stable Ideals