The paper proposes that hyperbolic components along (k,l)-veins of the Mandelbrot set are ordered by the k-Sharkovsky ordering, with periods given by N(k,l) = {n ≥ k+l} ∪ {k,1}.
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Sharkovsky's Ordering in the Mandelbrot Set
The paper proposes that hyperbolic components along (k,l)-veins of the Mandelbrot set are ordered by the k-Sharkovsky ordering, with periods given by N(k,l) = {n ≥ k+l} ∪ {k,1}.