Founding and Lead Investigator at the Golden Physics Project, an independent research institute in Cardinal, Ontario. My research proceeds from a simple algebraic fact of nature: the Haar measure on the multiplicative reals is invariant under inversion. Three Cayley–Dickson doublings carry that one-dimensional scale line to the celestial sphere, to Minkowski spacetime, and to the Grassmannian Gr(2,4), and at each rung the same inversion symmetry reappears, first as the functional equation of the zeta function, then as the celestial shadow transform, and finally as time reversal itself. From this tower I derive the conformal field theory dual …
Founding and Lead Investigator at the Golden Physics Project, an independent research institute in Cardinal, Ontario. My research proceeds from a simple algebraic fact of nature: the Haar measure on the multiplicative reals is invariant under inversion. Three Cayley–Dickson doublings carry that one-dimensional scale line to the celestial sphere, to Minkowski spacetime, and to the Grassmannian Gr(2,4), and at each rung the same inversion symmetry reappears, first as the functional equation of the zeta function, then as the celestial shadow transform, and finally as time reversal itself. From this tower I derive the conformal field theory dual to four-dimensional Einstein gravity, a resolution of Penrose's googly problem, the confinement of the nontrivial zeta zeros to the critical line, and the gauge structure of the Standard Model, with the Fixed-Point Paradox extending the method into the philosophy of agency. I am the author of On the Nature of Nature and The Free Will Solution (Golden Physics Press). Machine-checked Lean 4 formalizations of the core theorems may be examined at lean.goldenphysics.org, and every paper is freely available through Zenodo and PhilArchive. Books and other wares are to be found at shop.goldenphysics.org; the complete archive resides at goldenphysics.org.
