M. Weaver

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20242026

most citedOn Rees algebras of ideals and modules with weak residual conditions

1 citations · 1 across the 7 of their papers we have counts for

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math.AC2024★ 1 cited

On Rees algebras of ideals and modules with weak residual conditions

Alessandra Costantini, Edward F. Price, Matthew Weaver

Let $E$ be a module of projective dimension one over $R = k [x_{1}, \dots, x_{d}]$ . If $E$ is presented by a matrix $φ$ with linear entries and the number of generators of $E$ is bounded l…

math.AC2024

Duality and the equations of Rees rings and tangent algebras

Matthew Weaver

Let $E$ be a module of projective dimension one over a Noetherian ring $R$ and consider its Rees algebra $R (E)$ . We study this ring as a quotient of the symmetric algebra…