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Quote by Paul Davies

“God is a pure mathematician!' declared British astronomer Sir James Jeans. The physical Universe does seem to be organised around elegant mathematical relationships. And one number above all others has exercised an enduring fascination for physicists: 137.0359991.... It is known as the fine-structure constant and is denoted by the Greek letter alpha (α).”

Author

Paul Davies

Paul Davies, born April 22, 1946, is a British theoretical physicist, cosmologist and prolific science writer. After earning his PhD at Cambridge, he held faculty positions at Oxford, UC San Diego and the Australian National University, focusing on cosmology, quantum gravity, black‑hole thermodynamics and the physics of life's origins. Known for his interdisciplinary outlook and clear popular‑science books such as "The Mind of God" and "The Goldilocks Enigma," Davies has been elected Fellow of the Royal Society and Fellow of the American Physical Society. His research advances fundamental physics, while his outreach has shaped public understanding of the universe and its deeper philosophical implications. more

“Now let us analyze the other two occupants of the inner Sanctuary or Oracle. They are the two cherubim who guard the Ark ... [and] "The Molten Sea" ...There are also two other elements of the Temple of which they are the image, and these other two units are the Great Pyramid and the Inner Court (The Molten Sea = 137 = MG = Two Cherubim = Great Pyramid = Inner Court. All four of these elements are reflections of each other, and they constitute the real key to understanding the mystery of the Temple of Solomon. ..."The Ark of the Covenant of the Lord" [is] a mirror image of "The Great Pyramid of the Emperor" ....”

Fine Structure Constant Ancient History Kabbalah Great Pyramid Ark Of The Covenant Cabalah Temple Of Solomon

Book:The English Cabalah, Vol. 1: The Mysteries of Pi

Source: The English Cabalah, Vol. 1: The Mysteries of Pi

“A good example of the archetypal ideas which the archetypes produce are natural numbers or integers. With the aid of the integers the shaping and ordering of our experiences becomes exact. Another example is mathematical group theory. ...important applications of group theory are symmetries which can be found in most different connections both in nature and among the 'artifacts' produced by human beings. Group theory also has important applications in mathematics and mathematical physics. For example, the theory of elementary particles and their interactions can in essential respects be reduced to abstract symmetries. [The Message of the Atoms: Essays on Wolfgang Pauli and the Unspeakable]”

Numbers Atoms Symmetry History Of Science Fine Structure Constant Archetypes Wolfgang Pauli Group Theory

Author:K. V. Laurikainen

“The unsolved problems of the physical world now seem even more formidable than those solved in the twentieth century. Though in application it works splendidly, we do not even understand the physical meaning of quantum mechanics, much less how it might be united with general relativity. We don't know why the dimensionless constants (ratios of masses of elementary particles, ratios of strength of gravitational to electric forces, fine structure constant, etc.) have the values they do, unless we appeal to the implausible anthropic principle, which seems like a regression to Aristotelian teleology.”

Physics History Of Science Fine Structure Constant Anthropic Principle Constants Of Nature

Book:Physics, the Human Adventure: From Copernicus to Einstein and Beyond

Source: Physics, the Human Adventure: From Copernicus to Einstein and Beyond

“The power of the deductive network produced in physics has been illustrated in a delightful article by Victor F. Weisskopf. He begins by taking the magnitudes of six physical constants known by measurement: the mass of the proton, the mass and electric charge of the electron, the light velocity, Newton's gravitational constant, and the quantum of action of Planck. He adds three of four fundamental laws (e.g., de Broglie's relations connecting particle momentum and particle energy with the wavelength and frequency, and the Pauli exclusion principle), and shows that one can then derive a host of different, apparently quite unconnected, facts that happen to be known to us by observation separately ....”