I present information about my scientific discoveries, which describes the biggest, most-important, and most-comprehensive improvements in the basic foundation of science since the invention of the metric system of physical measures late in the Eighteenth century. Actually, I have not just improved the basic foundation of science but replaced it with a completely-new, more-logical, and really-rational paradigm. My newly-discovered findings improve scientific methodology, which eases further scientific endeavors for those scientists who study this book. My discoveries have already enabled me to resolve many outstanding enigmas that have bedeviled the scientific community for over two centuries. Only in this book--nay, only in this treatise, only in this seminal treatise--is this information available. Only I have discovered this new information about the structure of the laws of nature. Murray Gell-Mann and George Zweig created a triadic model for the nuclei of atoms. I have not created a "model" but instead have discovered the actual design of the system of atoms that, countless billions of years ago, the great incomprehensible supreme intelligence, which created the Universe, had formulated and implemented.

One of my greatest discoveries is that the so-called fundamental universal physical constants of nature, contrary to popular belief, do not exist in nature. I found that they exist only in flawed mathematical expressions because, for over two centuries, scientists have been using metric units of measure, which are wholly inappropriate when measuring and describing quantum phenomena. Can you imagine--equations without those pesky constants? When using quantum-based units of measure, the physical constants literally vanish; however, prior to the 1930s, although some of the magnitudes of the quantum-based units were known--all were not yet known.
During those two centuries, each individual scientist had created a particular "constant" to convert his newly-created proportion into an equation. At first, as more constants were "invented," no correlation among them appeared to exist. They were simply called proportionality constants. A different one was needed to help mathematically describe each different physical phenomenon as it was studied by a different scientist.

Then, in the early Twentieth century, some already-created constants appeared in other scientists' works of a quantum nature. In particular, Planck's constant (h) also appeared in equations created by Bohr, Rydberg, Einstein, Heisenberg, Schrödinger, and other scientists. These ubiquitous constants seemed to be part of nature, part of physical existence, part of the Universe, so they were renamed with the epithetic sobriquet fundamental universal physical constants of nature--what a misnomer that turns out to be! Until now, nobody knew why these constants possess the particular irrational values that they do. I now do know why, and I even eliminated them altogether.