Research FAQ
Harmonic Coherence
What is Harmonic Coherence?
Harmonic Coherence is a research framework that introduces nested temporal coherence as a structural mechanism across General Relativity, Quantum Mechanics, and the Standard Model. The public manuscript presents derivations, assumptions, and experimentally testable consequences for external review.
What is the core mathematical principle used in HC?
The model uses an entropy-constrained evolution principle within the Harmonic Coherence formalism. It specifies a coherence-threshold condition used to analyze model behavior under bounded phase-deviation assumptions.
What open questions does HC investigate?
The model discusses questions related to black-hole information accounting, quantum measurement behavior, and temporal asymmetry. These are presented as working hypotheses, not settled results.
Where can I read the full paper?
The complete Harmonic Coherence paper is available on Zenodo with a permanent DOI. Read it on Zenodo. You can also explore the Harmonic Coherence overview on our site.
Where is the official technical record?
The Zenodo version is the official document of record. For current links and supporting materials, review the Harmonic Coherence overview page.
How does HC differ from String Theory or Loop Quantum Gravity?
String Theory and Loop Quantum Gravity begin from different mathematical priors. Harmonic Coherence instead introduces nested temporal coherence and entropy-threshold constraints as core assumptions. Comparative strengths and limitations are discussed in the manuscript appendices.
Updates
Where can I find current research updates?
Our Research page lists active program areas, technical summaries, and links to supporting resources.
How can I stay updated?
We update this site with new research summaries and resource links. Check Harmonic Coherence and the Research landing page for current records.
Collaboration
How can I collaborate or get involved?
We welcome collaboration with researchers, institutions, and technically aligned teams interested in replication studies or methodological review. Public contact options are currently unavailable. Visit Join for broader participation opportunities.