Pages that link to "Item:Q2910997"
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The following pages link to Thomae type formula for \(K3\) surfaces given by double covers of the projective plane branching along six lines (Q2910997):
Displaying 7 items.
- Theta functions on the bounded symmetric domain of type \(I_{2,2}\) and the period map of a 4-parameter family of K3 surfaces (Q1318012) (← links)
- $K3$ surfaces with involution and analytic torsion (Q3298321) (← links)
- Some Classical Problems in Number Theory via the Theory of K3 Surfaces (Q3462326) (← links)
- THE MONODROMY OF THE PERIOD MAP OF A 4-PARAMETER FAMILY OF K3 SURFACES AND THE HYPERGEOMETRIC FUNCTION OF TYPE (3, 6) (Q3988332) (← links)
- K3 surfaces from configurations of six lines in ℙ2 and mirror symmetry II—λ<i>K</i>3-functions (Q5066821) (← links)
- On Riemann type relations for theta functions on bounded symmetric domains of type \(I\) (Q6161133) (← links)
- An analogy of Jacobi's formula and its applications (Q6185377) (← links)
