ψ-Shadow Cosmology: Retentive Structures That Survive the Collapse of Coordinates

Logacheva Yulia

doi:10.5281/zenodo.18512692

February 7, 2026Open Access

ψ-Shadow Cosmology: Retentive Structures That Survive the Collapse of Coordinates

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Key Points

This research aims to explore the concept of ψ-shadows and their significance in the context of collapsing space-time coordinates.
Theoretical analysis of ψ-shadows using the ψ-Lagrangian framework.
Application of findings to late-time cosmology scenarios.
Investigation of Euclid residuals in the context of coordinate collapse.
Identified ψ-shadows as finite residues that persist despite coordinate collapse.
Demonstrated implications of these structures for understanding late-time cosmological phenomena.
Suggested new avenues for exploring distinguishability in cosmological models.

Implication

Formal theoretical study reveals finite retentive structures in late-time cosmology, suggesting new insights into residuals.

Abstract

A formal theoretical study of ψ-shadows — pre-geometric retentive residues of distinguishability that remain finite when space-time coordinates collapse, derived from the ψ-Lagrangian and applied to late-time cosmology and Euclid residuals.

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Cite This Study

Logacheva Yulia (2026) studied this question.

synapsesocial.com/papers/69897a14f0ec2af6756e852f https://doi.org/10.5281/zenodo.18512692

View Full Paper

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ψ-Shadow Cosmology: Retentive Structures That Survive the Collapse of Coordinates

Key Points

Implication

Abstract

Discussion

Cite This Study

ψ-Shadow Cosmology: Retentive Structures That Survive the Collapse of Coordinates

Key Points

Implication

Abstract

Discussion

Cite This Study

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