Institut f. Mathematik
A-8010 Graz, Austria
| f(z) = z
|f(z)=1/(z5-1)||f(z) = z/conj(z)||f(z) = sqrt(z)|
|f(z) = z3/2||f(z) = ln(z)||f(z) = exp(z)|
|f(z) = exp(1/z)||f(z) = sin(z)||f(z) = tan(z)|
|f(z) = arctan(z)||f(z) = artanh(z)||f(z) = gamma(z)|
|f(z) = erf(1/z)||f(z) = zeta(z)||f(z) = J0(z)+iY0(z)|
These plots have been generated with Mathematica using the package ComplexPlot.m. This package uses a mapping of the compactified complex plane onto the surface of the color manifold in the HLS color model. This mapping can be described as a stereographic projection. A similar (but not the same) color map is described on John L. Richardson's page about visualization.
Back to "Visualization"
Institute of Mathematics
University of Graz