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Regular version of the site

Article

A new proof of Faber's intersection number conjecture

Advances in Mathematics. 2011. Vol. 228. P. 22-42.
Buryak A., Shadrin S.

We give a new proof of Faber's intersection number conjecture concerning the top intersections in the tautological ring of the moduli space of curves $\M_g$. The proof is based on a very straightforward geometric and combinatorial computation with double ramification cycles.