3-31-2014 Version 8 Color coded Hyper-Space-Time mapping for comparison to E8 . The detailing of this map further elevates the tiling depth of interpretation, specifically for the quark gauge symmetry and charge distributions for bosons. The mapping now includes a more complete representation of theoretical relativistic charge mapping as a space-time quantization of both fields and bosons of the Nucleus. The overall design matrix / pattern is a wider field than any single proton, so the analysis is closer to that of what we might find in a ground state Bose-Einstein condensate. There are other possible states, but for now, the orange six symmetry types are nucleus of higher energy states than the violet or green nuclei. To represent this, the yellow and red charge designations (coding) is directly mapped into the elevated bridge and proton inner fields, and this is also consistently mapped into the bosons. Of course, this is a simulation to test how we can carry out an analysis using this type of math. I have simply used the rules for charge and symmetry as I best understand them. This illustration is intended to be a guide to an even better model, one that can be used in a dynamic way to calculate changes within atoms. This now meets the first goal, which shows how space-time allows for particle formation, and EM fields , in a charge map ternary environment. It also meets the second goal, which demonstrates a charge mapping relationship between quarks as a manifold group. In this way, several complex group relationships and inter-relationships can be viewed simultaneously. All of the complex relationships are color coded, so study the fine details on a good screen, if you want to really see the impact of topological mapping. Version 8 will elucidate the Calibi Yau more succinctly, to complete the necessary topological definitions. Many relationships are coded here. With the additional version 9 I may gain more information to understand the mechanics for transforming the proton through gauge telemetry, or, the design may reach its limit. I will not know until I further experiment and see what I obtain. Manifold courtesy Gregory Dotson , and enhancements by Mark Aaron Simpson
Posted on: Tue, 01 Apr 2014 03:21:01 +0000
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