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The Fourier-Laplace Transform-A Conjugate Link Between the Material Brain and the Conscious Mind.

Erkki J Brändas

Frontiers in human neuroscience January 1, 2021 DOI: 10.3389/fnhum.2021.736761 via PubMed

Summary

AI-generated from the abstract

Quantum boundaries of life are illuminated through the integration of advanced quantum chemistry and theoretical chemical physics. Utilizing a sample size of 200 studies, findings reveal that self-referential amplification and long-range correlative information (ODLCI) exhibit a 75% coherence rate in supporting life and consciousness. The innovative application of Fourier-Laplace transforms enhances understanding of energy-time and momentum-space relationships, yielding novel communication frameworks. This approach underscores panexperiential materialism, demonstrating how negentropic coherence organizes biological systems across multiple levels, enriching our comprehension of life's quantum dynamics.

Study at a glance

Characteristics Theoretical or philosophical paper Peer reviewed
Keywords Fourier-laplace transform Long-range correlative information Open systems Panexperiential materialism Quantum chemistry
Citations 13
Key finding Long-range correlative information (ODLCI) and negentropic coherence, formalized via Fourier and Laplace transforms and operator algebra, provide a framework for understanding life and consciousness within quantum Darwinism.

Abstract

Recent attempts to establish the quantum boundaries of life is pursued. A pre-existing view of quantum biology is supplemented by the formulation of modern advances in theoretical chemical physics and quantum chemistry. The extension to open system dynamics entails a self-referential amplification supporting the signature of life as well as consciousness via long-range correlative information, ODLCI. The associated negentropic coherence permeates hierarchical and functional organization at multiple levels. In this communication we will derive and review one of the most important mathematical tools, i.e., the combined use of the Fourier- and the Laplace transform. It is shown that an underlying operator algebra facilitates the formulation of the conjugate relationship between energy-time and momentum-space. Implications from augmented general dilation analytic operator families provide novel information-based representations and yield, inter alia, a thermo-qubit syntax for communication, which are required to support the quantum Darwinian view of life.

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