Pages that link to "Item:Q919051"

The following pages link to No rational nonsingular quartic curve \({\mathcal C}_ 4\subset {\mathbb{P}}^ 3\) can be set-theoretic complete intersection on a cubic surface (Q919051):

Displaying 6 items.

• A criterion for a rational projectively normal variety to be almost- factorial (Q807698) (← links)
• On monoidal degree four surfaces of \({\mathbb{P}}^ 3\) singular in codimension one (Q1072608) (← links)
• The curve \({\tilde{\mathcal C}}_ 4=(\lambda^ 4,\lambda^ 3\mu,\lambda\mu^ 3,\mu^ 4)\subset {\mathbb{P}}^ 3_ k\), is not set- theoretic complete intersection of two quartic surfaces (Q1088744) (← links)
• On set theoretic complete intersections in \({\mathbb{P}}^ 3\) (Q1112900) (← links)
• Set-theoretic generators of rational space curves (Q2269693) (← links)
• Complete intersections primitive structures on space curves (Q2788772) (← links)