摘要
We compute some tautological bundles on Hilbert the intersection numbers of two generating series of integrals related to schemes of points on surfaces SIn], including Chern classes of tautological bundles, and the Euler characteristics of Α_yTS[n]. We also propose some related conjectures, including an equivariant version of Lehn＇s conjecture.
We compute some tautological bundles on Hilbert the intersection numbers of two generating series of integrals related to schemes of points on surfaces SIn], including Chern classes of tautological bundles, and the Euler characteristics of Α_yTS[n]. We also propose some related conjectures, including an equivariant version of Lehn＇s conjecture.
基金
The second author was partially supported by the National Natural Science Foundation of China （Grant No. 11171174）.
