Pages that link to "Item:Q2018358"

The following pages link to The Picard rank conjecture for the Hurwitz spaces of degree up to five (Q2018358):

Displaying 13 items.

• Resolutions of general canonical curves on rational normal scrolls (Q501157) (← links)
• Moduli of lattice polarized \(K3\) surfaces via relative canonical resolutions (Q1979323) (← links)
• Explicit constructions of \(K3\) surfaces and unirational Noether-Lefschetz divisors (Q2079247) (← links)
• The relative canonical resolution: Macaulay2-package, experiments and conjectures (Q2121678) (← links)
• Chow rings of low-degree Hurwitz spaces (Q2164377) (← links)
• The integral Picard groups of low-degree Hurwitz spaces (Q2684866) (← links)
• Scrollar invariants, syzygies and representations of the symmetric group (Q2689040) (← links)
• Syzygy divisors on Hurwitz spaces (Q4685923) (← links)
• Independence of boundary divisors in the space of admissible covers (Q5218185) (← links)
• Vector bundles and finite covers (Q5866305) (← links)
• The Hurwitz space Picard rank conjecture for \(d > g - 1\) (Q6135866) (← links)
• The Chow rings of the moduli spaces of curves of genus 7, 8, and 9 (Q6187110) (← links)
• Low-degree Hurwitz stacks in the Grothendieck ring (Q6615208) (← links)