Mandelbrot local connectivity conjecture

E1778089 UNEXPLORED

The Mandelbrot local connectivity conjecture is an open problem in complex dynamics asserting that the boundary of the Mandelbrot set is locally connected at every point, with deep implications for the fine structure and parameter space of quadratic polynomials.

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Mandelbrot local connectivity conjecture canonical	1

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Mandelbrot set → conjecture → Mandelbrot local connectivity conjecture ⓘ