Harmonic space is married to real space through an equivalence relation which requires that the two observation methods agree on the result of a common event. For each fundamental constant the equivalence relation has a specific solution set. It contains the coding pattern for combining the individual harmonics for equivalence. Each combination establishes a specific harmonic mode.
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Modal Harmonics and the Coding Patterns of Nature (3/10/2014)
Cover : Abstract
Part 0: Introduction
Part I : e
Part II: The Euler Equation
Part III: π
Part IV: π2
Part V: Conclusion
Part VI: Application-The Fibonacci Numbers
Part 0: Introduction
Part I : e
Part II: The Euler Equation
Part III: π
Part IV: π2
Part V: Conclusion
Part VI: Application-The Fibonacci Numbers
A Solution to the Reimann Hypothesis(9/9/2014)
- Simplifications & Corrections to the Pi Harmonics (10/27/2014)
- Prime Number Table Formula (5/20/2015)
Casey’s Curves 24″ x 36″ Posters
- Abstract for Sheets 1 & 2 (4/19/2016)
- Sheet 1 – e, π & natural log (4/22/2016)
- Sheet 2 – Fibonacci Series, Golden Triangle & π2 (5/2/2016)
- Sheet 3 – π3 & Summary of Some of the Simple Harmonics (7/6/2018)
- Sheet 3.1 – Summary of Some of the Simple Harmonics (cont’d) (7/16/2018)
- Sheet 3.1- Revised (2/7/2024)
- Sheet 3.2 (2/7/2024)
- Sheet 3.3 (2/7/2024)
Free hard copies are available upon request.
The New Method