Media Summary: lambda generalization with negative power Formula: z = c*z*(1 - z)^p Seed = 1/(p + 1) It uses both "variant 1" and "variant 2" techniques in Mandelbrowser.
lambda generalization with negative power Formula: z = c*z*(1 - z)^p Seed = 1/(p + 1) It uses both "variant 1" and "variant 2" techniques in Mandelbrowser. The basis of almost all functional programming, Professor Graham Hutton explains
perfect lambda generalization
lambda generalization
lambda generalization with negative power
Formula: z = c*z*(1 - z)^p Seed = 1/(p + 1)
It uses both "variant 1" and "variant 2" techniques in Mandelbrowser.
Mandelbrowser :)
The basis of almost all functional programming, Professor Graham Hutton explains
seed value: 1/4^(1/3)
A
seed: 0.5 to 0.7870842437484828.
perfect lambda power 20 zoom 2
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