Pages that link to "Item:Q1697765"

The following pages link to A finite classification of \((x, y)\)-primary ideals of low multiplicity (Q1697765):

Displaying 5 items.

• Multiple structures with arbitrarily large projective dimension supported on linear subspaces (Q897761) (← links)
• The projective dimension of three cubics is at most 5 (Q1634838) (← links)
• On the smoothness of lexicographic points on Hilbert schemes (Q2229985) (← links)
• On the projective dimension of \(5\) quadric almost complete intersections with low multiplicities (Q2326030) (← links)
• The Classification of Macaulay–Lex Ideals in<i>k</i>[<i>x</i>,<i>y</i>] (Q5389021) (← links)