We're coming up with some ideas on how to reformulate the Root representation of the the Cubic Function.

We've been working mostly with the Wikipedia detail on it. - http://en.wikipedia.org/wiki/Cubic_function

Seems we need to do something with the Complex Vector in the resultant root equations; either by means of Radical Component Tracking, a form of Complex Vector reduction, or something we call The Iota Solution in a rework of the Complex Numbering System.

Both have a way of reformulating the roots of the equation in to a single more unified equation.

Or, there may be something else we have yet to conjure up in our mind to make this easier to deal with.