2 problems

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The point-scheme conjecture for graded Cohen–Macaulay modules over skew quadric hypersurfaces
Let $A_\varepsilon$ be the skew quadric hypersurface and let $S_\varepsilon$ be the associated graded algebra. Let $\mathcal{E}_\varepsilon$ be the point scheme of $S_\varepsilon$ ,…
Conjectureopenmaximal-cohen-macaulay-modules noncommutative-algebraic-geometry point-schemesarXiv posted 2 days ago
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Seventeen-point conjecture for generic cubic–quartic relations
Let $A$ be a connected graded algebra with two degree-one generators, and let $\Gamma_5$ denote its truncated point scheme of length $6$ . Suppose the defining ideal of $A$ is gener…
Conjectureopengraded-algebras noncommutative-geometry point-schemesarXiv posted 2 days ago

The point-scheme conjecture for graded Cohen–Macaulay modules over skew quadric hypersurfaces