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Title:
Conjugacy classes of real analytic maps
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Abstract:
Avila-Lyubich-de Melo proved that the topological conjugacy classes of unimodal real-analytic maps are complex analytic manifolds, which laminate a neighbourhood of any such mapping without a neutral cycle. Their proof that the manifolds are complex analytic crucially depends on the fact that these are codimension-one in the space of unimodal mappings.
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