In this post, I'll explain how you can do calculations in Rhodic algebra from a perspective of someone who is already familiar with generating fractals using complex algebra. Given a point in 3D Cartesian coordinates, (x, y, z), let that point represent the ordered pair = . As explained in my last post, any complex-analytic function (such as exp, sin, cos, and any polynomial or ordinary arithmetic) can be applied directly to r and c individually. For example, * = .
The operation which is characteristic to Rhodic algebra is the Rhodic Schur product, which can be applied with either a constant or variable mu