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- W1572117498 abstract "We give examples of infinitely renormalizable quadratic polynomials $F_c: zmaps to z^2+c$ with stationary combinatorics whose Julia sets have Hausdorff dimension arbitrar y close to 1. The combinatorics of the renormalization involved is close to the Chebyshev one . The argument is based upon a new tool, a ``Recursive Quadratic Estimate'' for the Poincar'e series of an infinitely re normalizable map." @default.
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- W1572117498 date "2006-01-10" @default.
- W1572117498 modified "2023-09-27" @default.
- W1572117498 title "Examples of Feigenbaum Julia sets with small Hausdorff dimension" @default.
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