Media Summary: lambda generalization with negative power original version by formula: init: z = 0.5; iteration: z = b*(c (1 - z) z) + ... ViVo-zr3nk Escape: Divergence init: double a; a = (v == 2) ? s 2^p / (p + 1) : 1 + (s - 1) 2^(p - 2); ...

Generalized Lambda Power Morph - Detailed Analysis & Overview

lambda generalization with negative power original version by formula: init: z = 0.5; iteration: z = b*(c (1 - z) z) + ... ViVo-zr3nk Escape: Divergence init: double a; a = (v == 2) ? s 2^p / (p + 1) : 1 + (s - 1) 2^(p - 2); ... Formula: z = c*z*(1 - z)^p Seed = 1/(p + 1)

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Generalized Lambda Power Morph
Generalized Lambda power morph 1 to 20
Generalized Lambda Power Morph
generalized lambda zoom in
"fracal" power morph from 1 to 10
lambda generalization with negative power
Perfect Lambda power morph but with only 1 mini bulb
Lambda morphing into Mandelbrot Set (fixed)
lambda generalization
Inverse Lambda (Convergence) vs Inverse Lambda (Divergence) Morph power -20 to 20
Perfect Lambda variant 2 increasing power
perfect lambda generalization
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Generalized Lambda Power Morph

Generalized Lambda Power Morph

Made with mandelbrowser.

Generalized Lambda power morph 1 to 20

Generalized Lambda power morph 1 to 20

Generalized Lambda power morph 1 to 20

Generalized Lambda Power Morph

Generalized Lambda Power Morph

Generalized Lambda Power Morph

generalized lambda zoom in

generalized lambda zoom in

generalized lambda zoom in

"fracal" power morph from 1 to 10

"fracal" power morph from 1 to 10

because.

lambda generalization with negative power

lambda generalization with negative power

lambda generalization with negative power

Perfect Lambda power morph but with only 1 mini bulb

Perfect Lambda power morph but with only 1 mini bulb

Mandelbrowser :)

Lambda morphing into Mandelbrot Set (fixed)

Lambda morphing into Mandelbrot Set (fixed)

original version by https://www.youtube.com/watch?v=x62kG2dzH4Y formula: init: z = 0.5; iteration: z = b*(c (1 - z) z) + ...

lambda generalization

lambda generalization

lambda generalization

Inverse Lambda (Convergence) vs Inverse Lambda (Divergence) Morph power -20 to 20

Inverse Lambda (Convergence) vs Inverse Lambda (Divergence) Morph power -20 to 20

ViVo-zr3nk #fractal #animation #simonbrot Escape: Divergence init: double a; a = (v == 2) ? s 2^p / (p + 1) : 1 + (s - 1) 2^(p - 2); ...

Perfect Lambda variant 2 increasing power

Perfect Lambda variant 2 increasing power

Formula: z = c*z*(1 - z)^p Seed = 1/(p + 1)

perfect lambda generalization

perfect lambda generalization

perfect lambda generalization

Lambda Mandelbrot morphs to Mandelbrot set

Lambda Mandelbrot morphs to Mandelbrot set

a Made with Mandelbrowser.