Quantum Physics


The Behavior of Basic Fields

Authors: J.A.J. van Leunen

A basic field is defined in the realm of a mathematical modeling platform that is based on a collection of floating platforms and an embedding platform. Each floating platform is represented by a quaternionic separable Hilbert space. The embedding platform is a non-separable Hilbert space. A basic field is a continuum eigenspace of an operator that resides in the non-separable embedding Hilbert space. The continuum can be described by a quaternionic function, and its behavior is described by quaternionic differential calculus. The separable Hilbert spaces contain the point-like artifacts that trigger the basic field. The floating platforms possess symmetry, which in combination with the background platform generates the sources of symmetry related fields.

Comments: 21 Pages.

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Submission history

[v1] 2018-06-20 06:28:24
[v2] 2018-11-04 10:48:55
[v3] 2018-12-07 03:43:32
[v4] 2019-01-21 15:16:53

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