# Frobenius structures on double Hurwitz spaces

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We construct Frobenius structures of -dual type- on the moduli space of ramified coverings of \$\mathbb{P}^1\$ with given ramification type over two points, generalizing a construction of Dubrovin. A complete hierarchy of hydrodynamic type is obtained from the corresponding deformed flat connection. This provides a suitable framework for the Whitham theory of an enlarged class of integrable hierarchies; we treat as examples the q-deformed Gelfand-Dickey hierarchy and the sine-Gordon equation, and compute the corresponding solutions of the WDVV equations.

Autor: Stefano Romano

Fuente: https://archive.org/