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Polynomial Hurwitz Numbers and Intersections on \overline M _{0,k} |
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| Authors: | S V Shadrin |
| Institution: | (1) Moscow State University, Independent University of Moscow, Russia |
| Abstract: | We express Hurwitz numbers of polynomials of arbitrary topological type in terms of intersection numbers on the moduli space of curves of genus zero with marked points. |
| Keywords: | Hurwitz numbers polynomials moduli space of curves intersection numbers |
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