Two Conjectures Related To Jacobian Ideal Closed
Abbas Nasrollah Nejad and Aron Simis have closed two recent conjectures related to the Jacobian ideal of hyperplane arrangements. Their work addresses conjectures stated by Burity, Simis, and Tohăneanu regarding the Jacobian ideal of the defining polynomial of a central arrangement.
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Modernity/arxiv
“Closing two recent conjectures related to the Jacobian ideal of hyperplane arrangements. Authors: Abbas Nasrollah Nejad, Aron Simis Abstract: This work is about two conjectures stated by Burity--Simis--Tohăneanu regarding the Jacobian ideal of the defining polynomial of a central arrange...”
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