Brooks (Base) Square (BS) 101
~ The Architecture of Space-Time (TAQST)
&
The Conspicuous Absence of Primes (TCAOP) ~
References
A Brief Introduction
I. TAOST - the network
II. TCAOP - everything minus the network
III. Interconnectedness
References <---
TAOST: Rules 1-50 | Rules 51-80 | Rules 81-99 | Rules 100-107 | Rules 108-153 | TCAOP: Rule 154 | Rules 155-157 | Rules 158-159 | Rule 160 | Interconnectedness: Rules 161-175 | Appendix A: Rules 176-181 | Appendix B: Rules 182-200 | |
V. References
NOTE: This work was done, with few exceptions, by simply working with paper and pencil and computer graphics. As such, there are only a few references directly related to the generation of this original content. Wikipedia was the sole outside reference ... and that was primarily to suggest further reading on a subject (Pythagorean triples, Fibonacci series, the concept of zero, etc.). There are a number of inside references ... from previous works by this author ... that are contained in the review papers listed below. In that these references are, again, primarily for further reading and are not directly incorporated into this original work, they will not be listed here. Please consult the individual papers for the references applicable to that work. The previous works by this author include:
"GoMAS: The Geometry of Music, Art and Structure"
"Pattern in Numbers - from primes to DNA"
"The Butterfly Primes - let the beauty seep in)"
"The Butterfly Prime Directive - metamorphosis)"
"The Butterfly Prime Determinant Number Array -conspicuous absence"
"GoDNA: The Geometry of DNA (axial view)"
"Naughty Physics (a.k.a. The LUFE Matrix )"
"The History of the Universe in Scalar Graphics"
"The LUFE Matrix Supplement: Examples and Proofs"
"The LUFE Matrix Supplement: References"
"The LUFE Matrix: Infinite Dimensions"
"Quantum Gravity ...by the book"
"LUFE: The Layman's Unified Field Expose"
Wikipedia:
Pythagorean Theorem http://en.wikipedia.org/wiki/Pythagorean_theorem
Fibonacci series http://en.wikipedia.org/wiki/Fibonacci_number
IN0AEN http://en.wikipedia.org/wiki/Evenness_of_zero
MathWorld:
Weisstein, Eric W. "Goldbach Conjecture." From MathWorld--A Wolfram Web Resource. http://mathworld.wolfram.com/GoldbachConjecture.html
This paper and all its contents © 2009-11, Reginald Brooks. All rights reserved. Permission is hereby granted for single copies to be made for personal, non-commercial use for students and teachers of schools, colleges and universities provided that: either the entire paper, including figures and tables, is kept intact; or, any extracts of the text, or figures or tables (in part or whole), be properly and visibly cited as to authorship and source.
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