ICHIMPRINTED CURVATURE HYPOTHESIS
Imprinted Curvature Hypothesis

What if spacetime
remembers?

A conservative geometric question inside unmodified General Relativity.

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Current research recordICH V3.2

Archived on Zenodo · submitted for journal peer review · decision pending

Version DOI ↗Publication record
NO NEW SECTOR

No new particles.

The hypothesis introduces no additional matter species, no propagating field and no hidden dynamical sector.

UNMODIFIED GR

No modified gravity.

The Einstein field equations and standard matter conservation remain intact. Exact FLRW is recovered when the imprint amplitude tends to zero.

INITIAL GEOMETRY

A weak primordial imprint.

ICH asks whether ultra-long-wavelength curvature information can be admitted as initial spatial data and persist as a frozen large-scale bias.

OBSERVATIONAL SIGNATURE

Weak. Smooth. Statistical.

Any valid signal must remain coherent on the largest scales—never a sharp local mass clump, a dominant correction or a freely adjustable explanation.

ONE IMPRINT · THIRTEEN TESTS

Not a catalogue of anomalies.
A restricted pattern that can fail.

01P1–P5

Coherence

Stable across redshift. Subdominant in amplitude. Reproducible across independent surveys. Background expansion preserved.

Core tests
02P6–P10

Scale & selectivity

Smooth void response. No new local clumps. No small-scale imprint. Rare early growth and only faint anisotropy.

Large-scale tests
03P11–P13

The giant’s two faces

Radiant nodes, veiled or dark nodes, and the baryonic trace—tested as populations, never by famous objects alone.

Node tests
The decisive observational program

Predicted before
the data.

P1–P13 are preserved on the pre-DR1 side. Every later result belongs on the post-DR1 register—with its release, pipeline, controls, significance and verdict exposed.