The following is the Table of Contents and framing material for the 3rd e-book collection from this blog. The projected schedule was mainly held to, except the 6th trio of comic book versions was put out earlier. This month's projected article, 'A Universe Green Lanterns Can Play In,' was posted on this blog for Dec 2021.
Recent Articles on Mathematics
By Michael Griffin MLS
Table of Contents
Introduction
Prologue: Curves and Fermat
4th Trio : Fermat and Triples
Pythagoras
Euclid
Plato
5th Trio: Fermat and Triples Again
Euclid Again
Euclid Yet Again
Epilogue: More Curves
Single Field Speculation
6th Trio: Comic Book Versions
Green Lanterns
The Green Lanterns
Sci-fi Power Rings
Conclusion
Introduction
This is a collection of postings from my blog site Mythic Algebra and Other Things. These newer articles are not directly connected to my mathematical ideas which I have named mythic algebra. All of those articles and published academic papers were collected into a previous ebook with the name of the blog site as its title. These more recent posts address two new topics: Fermat's Last Theorem and a single-field approach for physics. Following the order of their posting, they fall into yearly trios whose numbering will be a continuation of the previous collection, thus here they begin with the 4th Trio. The last, 6th Trio consists of earlier versions of the single-field article which may only have been posted to show how the ideas developed and to have had something to post in subsequent years on the blog. One can think of the comic book covers as both mental place-holders besides illustrations of the forces under discussion. Eventually there was enough material that the comic book illustrations were no longer necessary.
Single Field Speculation - Conclusion
While not directly connected to my previous ideas about organizing mathematics into mythic algebra, there is a similarity in approach which can be pointed out here. The earlier notion of binary set states such as Mythic/Real is reflected here in the notion of a particle or wavicle as fielded/unfielded. The unfielded basis of space-time can be considered as the overall Association connection whereas fielding reduces that connection to the familiar subset of arithmetic operations. This echo of mythic algebra is not necessary to follow the course of this next mathematical speculation. It may show the style and pattern of my intuition, though.
