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Marshall Goldberg 
Does the Phi Connectome Entail a Unified Theory of Quantum Mechanics, Life, Consciousness, and the Cosmos? 
A Speculative Scientific Essay

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Scientific Essay from the year 2023 in the subject Physics – Quantum Physics, , language: English, abstract: The purpose of this paper is to propose a self-creating, self-organizing dynamical system more primitive than the invariant set. It also proposes a paradigm shift in our view of reality and a non-algorithmic, non-reductionist means of interacting with reality.

A reductionist view of the world, in which all observables are thought to be due to fundamental particles interacting in a space-time continuum described by differential equations, that is, bits of space and time–dx, and dt, has been an accepted model of reality. However, paradoxical, non-intuitive properties of quantum mechanics led to the development of invariant set theory.

A new paradigm, the Phi Connectome PC is presented. It is a self-generated, self-organized, self-maintained system of nested oscillators which computes non algorithmically by phase shifting and is posited to be more primitive than the invariant set. Cellular automaton CA #110 is XOR (e Xclusive- OR) homeomorphic to Asymmetry graph # 110, which can be seen as the random interaction between two oscillators, i.e., Parrondo’s Paradox, wherein CA #110, bound by the PCE and PCI, denotes a system that is not algorithmically decidable. Nested oscillators of the PC are separated by the irrational number phi = 1.618 and communicate one-to-many and many-to-one by bosons and their scale equivalents at all scales by phase shifting.

The PC frequency ranges from the 'particles/oscillators’ of the standard model of physics to life and consciousness to the cosmos. The PC is a fundamental paradigm shift in our understanding of reality. Among many insights, this new paradigm suggests a more rational and perhaps a more effective means of treating diseases such as cancer and aging.
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Język Angielski ● Format PDF ● Strony 82 ● ISBN 9783346858627 ● Rozmiar pliku 3.8 MB ● Wydawca GRIN Verlag ● Miasto München ● Kraj DE ● Opublikowany 2023 ● Ydanie 1 ● Do pobrania 24 miesięcy ● Waluta EUR ● ID 8916801 ● Ochrona przed kopiowaniem bez

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