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Quantum Interpretation of the Impedance Model as Informed by Geometric Clifford Algebra

Michaele Suisse, P. Cameron

Published Aug 1, 2016• 0 citations
OpenAlex

Abstract

Quantum Interpretations seek to explain observables from formal theory. Impedances govern the flow of energy, are helpful in such attempts. An earlier note documented first efforts to resolve the interpretational ambiguities and contentions from the practical perspective of our model-based approach. In the interim, discovery of the deep connections between the impedance model and geometric Clifford algebra has shed new light on the measurement problem and its manifestations, which we revisit here.

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Quantum Interpretations seek to explain observables from formal theory. Impedances govern the flow of energy, are helpful in such attempts. An earlier note documented first efforts to resolve the interpretational ambiguities and contentions from the practical perspective of our model-based approach. In the interim, discovery of the deep connections between the impedance model and geometric Clifford algebra has shed new light on the measurement problem and its manifestations, which we revisit here.
The role of the anomalous moment in the geometric algebra of proton topological mass generation suggests that the anomaly is not an intrinsic property of the free space proton, but rather a topological effect of applying the electromagnetic bias field required to define the eigenstates probed by the magnetic moment measurement. Quantum interpretations strive to explain emergence of the world we observe from formal quantum theory. This variant on the canonical measurement problem is examined in the larger context of quantum interpretations. A more detailed presentation of this content may be found here: https://www.youtube.com/watch?v=uyM4cZgSprI
The emergence of sentience in the physical world - the ability to sense, feel, and respond - is central to questions surrounding the mind-body problem. Cloaked in the modern mystery of the wavefunction and its many interpretations, the search for a solid fundamental foundation to which one might anchor a model trails back into antiquity. Given the rather astounding presumption that abstractions of the mathematician might somehow inform this quest, we examine the role of geometric algebra of 3D space and 4D spacetime in establishing the foundation needed to resolve contentions of quantum interpretations. The resulting geometric wavefunction permits gut-level intuitive visualization, clarifies confusion regarding observables and observers, and provides the solid quantum foundation essential for attempts to address emergence of the phenomenon of sentience.