Bridges 2011 Regular Paper

The Art of Complex Flow Diagrams
Anne Burns
(Proceedings pages 51–58)

Abstract

Interpreting a continuous complex valued function as a vector field over its domain provides a wealth of opportunities for producing visually appealing images. Singularities and their multiplicities are easily discerned by plotting the vector field over a rectangular grid where colors are assigned as functions of length and/or direction, Some beautiful images can be produced by plotting the vector field of the function only along certain paths and inventing functions for assigning length and color to each vector produces.

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