What question did this study set out to answer?

The goal is to explore the ψ₀-theory to address cosmological issues like dark energy and dark matter.

May 20, 20260 citationsOpen Access

UniversalGroundOscillation

Key Points

The goal is to explore the ψ₀-theory to address cosmological issues like dark energy and dark matter.
Utilized ψ₀-theory, a quantized Klein-Gordon scalar field in FLRW cosmology.
Assumed Compton wavelength equals Hubble radius, λ_C = R_H.
Predictions are set to be tested with DESI DR3, Euclid, and LiteBIRD.
Proposes a natural solution to the Λ-problem via the Cohen-Kaplan-Nelson bound.
Identifies dark energy as thawing quintessence and dark matter as background wave excitations.
Predicts testable outcomes with future astronomical observations.

Abstract

We present the ψ₀-theory (“Universal Ground Oscillation”) — a quantized Klein-Gordon scalar field in FLRW cosmology with the single postulate that its Compton wavelength equals the Hubble radius (λC = RH). From this assumption follow a natural solution to the Λ-problem via the Cohen-Kaplan-Nelson bound, dark energy as a thawing quintessence, and dark matter as multi-mode excitations of the same background wave. The theory makes concrete, falsifiable predictions testable with DESI DR3, Euclid, and LiteBIRD.

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Jochen Dietrich (2026) studied this question.

synapsesocial.com/papers/6a0d5064f03e14405aa9c261 https://doi.org/10.5281/zenodo.20271641

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May 20, 20260 citationsOpen Access

UniversalGroundOscillation

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JDJochen Dietrich

Key Points

The goal is to explore the ψ₀-theory to address cosmological issues like dark energy and dark matter.
Utilized ψ₀-theory, a quantized Klein-Gordon scalar field in FLRW cosmology.
Assumed Compton wavelength equals Hubble radius, λ_C = R_H.
Predictions are set to be tested with DESI DR3, Euclid, and LiteBIRD.
Proposes a natural solution to the Λ-problem via the Cohen-Kaplan-Nelson bound.
Identifies dark energy as thawing quintessence and dark matter as background wave excitations.
Predicts testable outcomes with future astronomical observations.

Abstract

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Cite This Study

Jochen Dietrich (2026) studied this question.

synapsesocial.com/papers/6a0d5064f03e14405aa9c261 https://doi.org/10.5281/zenodo.20271641

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