November 22,2017
"Infinite Butterflies" is presented as an easy-to-read supplemental material in support of the more textbook-like theoretical literature.
In this website the smallest group of pages is called a "Chapter," and so page 220 is the first page of the chapter covering the work of "Infinite Butterflies."
The book was written to help convey more easily the actual simplicity of the theory behind discrete philosophy, especially since the theory is based upon a new mathematical foundation labeled "grand mathematics" (a type of discrete graphical combinatorics). Instead of defining the mathematical page, butterfly wings are utilized as the canvas.
A butterfly collection in the shape of a huge butterfly represents an orderly grouping of every unique butterfly that can be generated. This collection represents the more mathematical grand map.
From the butterfly collection a geometric function appears out of all of its individual butterfly components thereby allowing for an analytical macro-view of, in the limiting case, an infinite number of unique and discrete butterflies.