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Hausdorrf Hausdorff dimension of higher powers of the Mandebrot set ? |
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Hausdorrf dimension of higher powers of the Mandebrot set ?My third question about Shishikura's result : Shishikura (1991) proved that the Hausdorff Dimension of the boundary of the Mandelbrot set equals 2, in this paper1. The Mandelbrot set is defined by iterating to infinity the z^2+c map. Does his result also apply for higher powers, such as z^8 + c ? Thanks again.
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