Parasitic Phase Conversion (PPC): Rethinking High-Energy Light

How Pattern Field Theory Revises Einstein’s View of Spacetime

Last updated: 2025-10-04

Parasitic Phase Conversion (PPC)

Parasitic Phase Conversion (PPC): Rethinking High-Energy Light

Pattern Field Theory (PFT™) introduces Parasitic Phase Conversion (PPC) to explain why some detections classified as high-energy radiation do not originate as such. PPC reframes certain gamma-like signatures, cosmic-ray-adjacent events, and long-distance high-frequency readings as transit-damaged light rather than native gamma emission.

Core Insight

Radiation detected as high-energy gamma may not have been born gamma. Ordinary stellar light can traverse zones of intense radiation density or coherence turbulence; parasitic resonance strips and distorts its structural phase, yielding arrivals that mimic gamma bands while being phase-eroded light.

Mechanism

The PPC mechanism in PFT terms:

ψ′ = ψ₀ − ∑ (℘ₐ · ψ₀)

Where:

  • ψ₀ — original emitted phase pattern (e.g., stellar optical)
  • ℘ₐ — parasitic field interaction vector(s) along the path
  • ψ′ — corrupted/eroded phase signature at detection

The result is an arrival spectrum with high-frequency dominance that reflects phase theft, not native high-energy emission.

Key Observational Consequences

Phenomenon Standard View PFT Reinterpretation via PPC
Gamma bursts without visible supernova Hidden/obscured high-energy event Ordinary light phase-eroded by parasitic field en route
Gamma spikes near clusters/filaments Dark matter / BH interaction Structural light damage in dense coherence regions
Missing thermal tails / odd timing Detector/systematics or unknown physics Transit-induced phase theft masking native source traits

Implications for Astrophysics

  • Not all gamma is gamma: Some high-energy readings may be misclassified, originating as lower-energy light.
  • Phantom-source resolution: Gamma detections lacking correlated optical/IR may be PPC artefacts.
  • Spectral forensics: Residual polarization/phase traces of ψ₀ can survive in ψ′ and be recoverable.

Testable Predictions

  • Residual structure: PPC events should show weak, source-typical polarization or phase residues embedded in the apparent gamma band.
  • Path dependence: Correlate anomalies with known high-radiation corridors or lensing/coherence structures; PPC rate should increase with corridor density.
  • Lensing skew: PPC paths exhibit subtle coherence-path translations distinct from standard lensing shear patterns.

PFT Consistency Notes

  • Dimensional conversion (2D ⇄ 3D): Light is a conversion process; PPC damages the instruction chain rather than creating new particles.
  • Gravitational refraction: Lattice node spacing/permission gradients determine coherence paths; PPC superposes with this routing.
  • ΛΦ coupling and c: The observed invariance of c holds; PPC modifies phase integrity, not the coherence constant.

Conclusion

Parasitic Phase Conversion explains how ordinary light can masquerade as high-energy radiation after coherence theft in transit. This supports PFT’s view that radiation signatures reflect recursive phase dynamics on an information-bearing field, not a stream of independent particles.


Further reading

How to Cite This Article

APA

Allen, J. J. S. (2025). Parasitic Phase Conversion (PPC): Rethinking High-Energy Light. Pattern Field Theory. https://www.patternfieldtheory.com/articles/parasitic-phase-conversion/

MLA

Allen, James Johan Sebastian. "Parasitic Phase Conversion (PPC): Rethinking High-Energy Light." Pattern Field Theory, 2025, https://www.patternfieldtheory.com/articles/parasitic-phase-conversion/.

Chicago

Allen, James Johan Sebastian. "Parasitic Phase Conversion (PPC): Rethinking High-Energy Light." Pattern Field Theory. October 12, 2025. https://www.patternfieldtheory.com/articles/parasitic-phase-conversion/.

BibTeX

@article{allen2025pft,
  author  = {James Johan Sebastian Allen},
  title   = {Parasitic Phase Conversion (PPC): Rethinking High-Energy Light},
  journal = {Pattern Field Theory},
  year    = {2025},
  url     = {https://www.patternfieldtheory.com/articles/parasitic-phase-conversion/}
}