Modulus $|f(z)|$ of a complex function plotted as a height field over the complex plane
This program plots the modulus |f(z)| of a complex-valued function f as a height field over the complex plane, producing a three-dimensional surface. Poles appear as spikes extending upward, zeros appear as points where the surface touches the base plane, and the overall shape encodes the analytic structure of the function.
Controls: Click and drag to orbit, scroll to zoom.
