5/28/2023 0 Comments Karl pribram holographic brain pdf![]() I will discuss how it is the nature of reality for mathematics to intertwine inextricably with physical nature, and will describe how Fourier transforms might function within known physiological brain structures to provide a mechanism and locus whereby the psyche may manifest within various spectral ranges of Jung’s “unconscious” and the mutation of consciousness itself. Electromagnetic signals in timespace and the mathematical functions by which they are modulated will be considered as analogs to Jung’s “physical world and the psyche.” I will first review Jung’s image of the psyche and describe his use of the spectrum analogy, then compare his observations to a model from information signal processing by introducing the concept of Euler’s Theorem and the Fourier transform. ![]() He goes on to express interest in “…the relative or partial identity of psyche and physical continua…” and urges a “…bridging over the seeming incommensurability between the physical world and the psychic … by means of mathematical equations.” This paper will explore links between the psyche and the physical world using mathematical equations from information theory. In his essay “On the Nature of the Psyche” Jung (1946) models the psyche using “… the simile of the spectrum…” from “infra-red” to “ultra-violet”, mapping the range of the psyche from “unconscious” to “conscious“, and from “instinct” to “spirit”.
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