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Mathematics  2008 

Analyticity of the SRB measure for holomorphic families of quadratic-like Collet-Eckmann maps

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Abstract:

We show that if f_t is a holomorphic family of quadratic-like maps with all periodic orbits repelling so that for each real t the map f_t is a real Collet-Eckmann S-unimodal map then, writing m_t for the unique absolutely continuous invariant probability measure of f_t, the map t -> \int g dm_t is real analytic for any real analytic function g.

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