Pages that link to "Item:Q656991"

The following pages link to \({\mathbb{Z}_N}\)-curves possessing no thomae formulae of Bershadsky-Radul type (Q656991):

Displaying 9 items.

• Generalizations of Thomae's formula for \(Z_n\) curves (Q609445) (← links)
• Thomae's formula for \(Z_n\) curves (Q628355) (← links)
• Fermionic fields on \({\mathbb{Z}}_ N\)-curves (Q1110603) (← links)
• On the Thomae formula for \(\mathbb{Z}_N\) curves (Q1265296) (← links)
• Thomae formulae for general fully ramified \(Z_n\) curves (Q2358383) (← links)
• Thomae type formulae for singular \(Z_N\) curves (Q2457222) (← links)
• The absolute Galois group acts faithfully on regular dessins and on Beauville surfaces (Q3452733) (← links)
• Thomae formula for abelian covers of ℂℙ¹ (Q5241476) (← links)
• A new proof of a Thomae-like formulafor non hyperelliptic genus 3 curves (Q5346823) (← links)