Initially Dual Newton Fractal of f(z)=tanh(z)-c
Getting zoomed, shifted, modified.
full musical version: https://youtu.be/B1JfnfnevDk
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2nd Variation:
Dual Newton's Fractal of f(z)=z^a(t)+c with a(t)=3e^(it) and z0=e^(-it)
So the initial value and the parameter turn in opposite directions!
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Variation 1:
Dual Newton's Fractal of f(z)=z^a(t)+c with a(t)=3e^(it) and z0=e^(it)
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Dual Newton's Fractal of f(z)=z^a(t)+c with a(t)=3e^(it)
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Dual Newton's Fractal of f(z)=z^3+c with z0=e^it
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This is to a Newton Fractal what a Mandelbrot Set is to a Julia Set.
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A Polynomial with 3 zeroes. In the beginning they are all at i, then one stays still while the others move along the unit circle in either direction.
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