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- Lambda_g_conjecture abstract "In algebraic geometry, the -conjecture gives a particularly simple formula for certain integrals on the Deligne–Mumford compactification of the moduli space of curves with marked points. It was first found as a consequence of the Virasoro conjecture by E. Getzler and R. Pandharipande (1998). Later, it was proven by C. Faber and R. Pandharipande (2003) using virtual localization in Gromov–Witten theory. It is named after the factor of , the gth Chern class of the Hodge bundle, appearing in its integrand. The other factor is a monomial in the , the first Chern classes of the n cotangent line bundles, as in Witten's conjecture.Let a1, ..., an be positive integers whose sum is 2g − 3 + n. Then the -formula says that Together with the formulawhere the B2g are Bernoulli numbers, therefore the -formula gives a way to calculate all integrals on involving products in -classes and a factor of .".
- Lambda_g_conjecture wikiPageID "40322447".
- Lambda_g_conjecture wikiPageRevisionID "574076020".
- Lambda_g_conjecture first "C.".
- Lambda_g_conjecture first "E.".
- Lambda_g_conjecture first "R.".
- Lambda_g_conjecture issue "1".
- Lambda_g_conjecture issue "3".
- Lambda_g_conjecture journal "Ann. of Math.".
- Lambda_g_conjecture journal "Nuclear Phys.".
- Lambda_g_conjecture last "Faber".
- Lambda_g_conjecture last "Getzler".
- Lambda_g_conjecture last "Pandharipande".
- Lambda_g_conjecture pages "701".
- Lambda_g_conjecture pages "97".
- Lambda_g_conjecture title "Hodge integrals, partition matrices, and the conjecture".
- Lambda_g_conjecture title "Virasoro constraints and the Chern classes of the Hodge bundle".
- Lambda_g_conjecture volume "157".
- Lambda_g_conjecture volume "B530".
- Lambda_g_conjecture year "1998".
- Lambda_g_conjecture year "2003".
- Lambda_g_conjecture subject Category:Algebraic_curves.
- Lambda_g_conjecture subject Category:Moduli_theory.
- Lambda_g_conjecture comment "In algebraic geometry, the -conjecture gives a particularly simple formula for certain integrals on the Deligne–Mumford compactification of the moduli space of curves with marked points. It was first found as a consequence of the Virasoro conjecture by E. Getzler and R. Pandharipande (1998). Later, it was proven by C. Faber and R. Pandharipande (2003) using virtual localization in Gromov–Witten theory.".
- Lambda_g_conjecture label "Lambda g conjecture".
- Lambda_g_conjecture sameAs m.0x1w13v.
- Lambda_g_conjecture sameAs Q17098409.
- Lambda_g_conjecture sameAs Q17098409.
- Lambda_g_conjecture wasDerivedFrom Lambda_g_conjecture?oldid=574076020.
- Lambda_g_conjecture isPrimaryTopicOf Lambda_g_conjecture.