Generalized Abel solver
A(f(x))=k(A(x))
A(x) = k
N
(L
k
+c
(log
c
((k
-N
(a)-L
k
)c
N
)+(k(log
c
((k
-N
(a)-
k
)c
N
))-log
c
((k
-N
(a)-
k
)c
N
))(log
f'(L
f
)
((f
-N
(x)-L
f
)f'(L
f
)
N
)-N)
)
Function (e.g., '2^x'):
Parameter a (Real part):
Parameter a (Imaginary part):
Parameter b (Real part):
Parameter b (Imaginary part):
Global Constant (globalc)(Real part):
Global Constant (globalc)(Imaginary part):
Big Number (bign):
Initial Guess (Real part):
Initial Guess (Imaginary part):
Magnitude to Lightness Conversion:
Min Real:
Max Real:
Min Imaginary:
Max Imaginary:
Color Mode:
HSV
HSL
2d
Palette
Select Palette BMP (360x100):
Rows:
Columns:
Generate Inputs
Generate Palette
Saturation/Chroma:
BMP Width:
BMP Height:
Ensure F(z*)=F(z)*
FGH like superfunction
fractional iteration
function for inverse
fast calculation3
Inverse Function):
Generate
Result: