Fractals/exponential

Exponential maps

Baker domains

How to compute itEdit

$Z=x+y*i$$Z=x+y*i$

$\exp(Z)=e^{Z}$$\exp(Z)=e^{Z}$

$\mathrm {Real(\exp(Z))} =\exp(x)\cos(y)$$\mathrm {Real(\exp(Z))} =\exp(x)\cos(y)$ 

$\mathrm {Imag(\exp(Z))} =\exp(x)\sin(y)$$\mathrm {Imag(\exp(Z))} =\exp(x)\sin(y)$

ImagesEdit

• commons Category:Exponential maps