Conformal blocks divisors on ${\bar{M}}_{0,n}$ from $s{l}_2$

Abstract

We study a family of semiample divisors on ${\bar{M}}_{0,n}$ defined using conformal blocks and analyze their associated morphisms.

24 pages

References in corpus (8)

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Cited by in corpus (7)

• Cyclic covering morphisms on ${\bar{M}}_{0,n}$
• Nonvanishing of conformal blocks divisors on ${\bar{M}}_{0,n}$
• The cone of type A, level one conformal blocks divisors
• Quantum Kostka and the rank one problem for ${\mathfrak{sl}}_{2m}$
• Log canonical models for the moduli space of pointed stable rational curves
• On extensions of the Torelli map
• New nef divisors on ${\bar{M}}_{0,n}$