Quanto-Geometric Theory is a new modern-physics theoretical framework aimed at the interpretation of physical dynamics systems as formerly stipulated in the famed David Hilbert's Sixth Problem. Through Mathematical Axiomatic Physics, this theory successfully reaches the long-sought effective unification of Quantum Mechanics and General Relativity in an unequivocal computational manner.
Furthermore, Quanto-Geometric Theory stands for the first and only Theory able to deliver on a long-last elusive goal of modern physics: the computation from first principles of the host of experimental fundamental physical constants, both dimension-less and dimensional.
By eliciting the Mathematical Axiomatic Physics governing the hierarchy of universal physical constants, Quanto-Geometric Theory proposes a novel vision and true insight into the essential structure of matter and organization of life. Having outstandingly derived a consistent physical life constant, its impact promises to outgrow physics of the Academy into positively altering human consciousness and, consequently, our relationship with our living medium we otherwise call matter and the Cosmos.
This treatise of three joint Books addresses academic physicists and biophysicists as well as those in the alternative scientific stream who will all find refreshing enjoyment in witnessing the unraveling of a handful of physics and life science conundrums of all time in a clear, simple yet effective and unequivocal manner.