1. Atlas Thesis & Validation Boundary
A source can provide vocabulary, comparison, historical context, technical grounding, or provenance. A source does not automatically validate an authorial theory, prove a claim, establish peer review, certify implementation, or imply endorsement.
The purpose of the source layer is Thus, not to manufacture authority, but to make the public program more reviewable, comparable, traceable, and critique-ready.
Definition & Scope
The source graph is the structured relation between:
- external scientific and technical references,
- internal publications,
- public records,
- media briefings,
- legal boundaries,
- knowledge graph routes,
- and validation pathways.
It helps readers understand what a source is being used for: grounding, comparison, provenance, explanation, or boundary clarification. It does not replace independent review, mathematical proof, experimental validation, legal analysis, peer critique, or regulatory evaluation.
2. Reader Orientation & Citation Reading Rules
Readers should use the source layer to distinguish grounding from validation:
| Reader Question | Source Layer Function |
|---|---|
| What supports the vocabulary? | External grounding sources and comparison domains. |
| What records public authorship? | Publications, DOI records, release notes, and provenance artifacts. |
| What explains the theory publicly? | Media briefings and route summaries. |
| What limits interpretation? | Legal, validation, and citation boundaries. |
| What should not be assumed? | Peer review, endorsement, proof, or external validation unless explicitly documented. |
3. External Grounding Sources
External sources are used to provide vocabulary, comparison, background, and domain context. For the definitive registry of historical anchors, see the Contributors & Lineage route, which contains the public source links and scholarly grounding records.
| Grounding Role | Meaning |
|---|---|
| Vocabulary | established terms and definitions |
| Domain Context | background from a scientific, technical, mathematical, or institutional domain |
| Comparison | a way to compare an authorial framework with established work |
| Constraint | a known limitation, law, theorem, standard, or boundary condition |
| Review Path | a domain that future reviewers should use to evaluate the authorial claim |
Collected Papers of Srinivasa Ramanujan
Boundary: Mathematical grounding only. Does not validate the authorial physics program.
On the Number of Primes Less Than a Given Magnitude
Boundary: Mathematical grounding only. Does not validate the authorial physics program.
The Theory and Applications of Harmonic Integrals
Boundary: Theoretical physics grounding only.
Topological Quantum Field Theory
Boundary: Theoretical physics grounding only. No endorsement implied.
Axioms for Euclidean Green's functions
Boundary: Axiomatic comparison only.
On Computable Numbers
Boundary: Computer science grounding only.
Cybernetics: Or Control and Communication in the Animal and the Machine
Boundary: Systems grounding only.
Über formal unentscheidbare Sätze der Principia Mathematica und verwandter Systeme I
Boundary: Logical grounding only.
Time, Clocks, and the Ordering of Events in a Distributed System
Boundary: Distributed systems grounding only.
Applied Domains: Energy, Materials, Plasma, and Control
Boundary: These domains provide comparison and vocabulary. They do not validate the authorial applied fabric or any proposed device concept.
Applied Domains: Biological Systems, Bioelectricity, and Health Architecture
Boundary: These domains provide comparison and vocabulary. They do not validate the authorial applied fabric or any proposed health-related concept.
4. R26 Microscopic Architecture Source Resolution & Citation Roles
The following primary records are resolved and grounded for the FQFT Microscopic Architecture branch (MICRO-21 through MICRO-28):
| Source Key | Primary Citation & Persistent Identifier | Source Role | Epistemic Function in FQFT |
|---|---|---|---|
| LPS88 | Lubotzky, A., Phillips, R., & Sarnak, P. (1988). Ramanujan graphs. Combinatorica, 8(3), 261–277. doi:10.1007/BF02126799 | ESTABLISHED_THEOREM | Optimal spectral expander definition; |
| HLW06 | Hoory, S., Linial, N., & Wigderson, A. (2006). Expander graphs and their applications. Bull. Amer. Math. Soc., 43(4), 439–561. doi:10.1090/S0273-0979-06-01126-8 | MATHEMATICAL_BACKGROUND | Spectral gap bounds and Cheeger inequalities used in expander obstruction MIC-T01. |
| McK81 | McKay, B. D. (1981). The expected eigenvalue distribution of a large regular graph. Linear Algebra Appl., 40, 203–216. doi:10.1016/0024-3795(81)90150-6 | ESTABLISHED_THEOREM | Proof of asymptotic Kesten–McKay law on regular graph ensembles. |
| Pos06 | Post, O. (2006). Spectral convergence of graph approximations to fractals and manifolds. J. Funct. Anal., 238(2), 522–566. doi:10.1016/j.jfa.2006.01.011 | METHOD / COMPARATOR | Norm-resolvent convergence criteria and quasi-unitary operator equivalence. |
| Kes59 | Kesten, H. (1959). Symmetric random walks on groups. Trans. Amer. Math. Soc., 92, 336–354. doi:10.1090/S0002-9947-1959-0109367-6 | ESTABLISHED_THEOREM | Spectral radius and spectral measure of random walks on free groups and trees. |
| BS01 | Benjamini, I., & Schramm, O. (2001). Recurrence of distributional limits of finite planar graphs. Electron. J. Probab., 6, no. 23, 1–13. doi:10.1214/EJP.v6-96 | ESTABLISHED_THEOREM | Local weak convergence of graph sequences to rooted limits. |
| Kig01 | Kigami, J. (2001). Analysis on Fractals. Cambridge Tracts in Mathematics, Vol. 143, Cambridge Univ. Press. ISBN: 978-0521793216. | MATHEMATICAL_BACKGROUND | Harmonic structures and Dirichlet forms on self-similar fractal spaces. |
Critical Citation Law
COMPARATOR_SOURCE != VALIDATION_OF_FQFT
External citations provide standard mathematical tools, rigorous definitions, and comparative metrics. External works do not constitute validation, peer review, or experimental verification of FQFT.
5. Internal Provenance Records
Internal provenance records include release reports, task logs, walkthroughs, route registries, exports, publication notes, and versioned artifacts.
They can show:
- what was authored,
- when it was prepared,
- how it was organized,
- what route it belongs to,
- how it changed,
- and what boundary was attached to it.
They do not by themselves establish scientific truth, peer review, external validation, legal sufficiency, or implementation correctness.
Digital Fabrica Theory: Mathematical Logic and Core Foundations
Boundary: Internal authorial record pending external institutional review.
Pasev's Infinite Symmetry Principle
Boundary: Internal authorial record pending external institutional review.
6. Publications & Contributor Grounding
Read the Publications Archive for persistent records, DOIs, and scholarly releases.
Contributor Citation Status
RPM Core
Symmetry / Scale / Geometry
Category / Logic / Formal Boundary
Field / Entropy / Information
Fractal / Knot / Topological Structure
Systems / Design / Contemporary References
Collected Papers of Srinivasa Ramanujan
Boundary: Mathematical grounding only. Does not validate the authorial physics program.
On the Number of Primes Less Than a Given Magnitude
Boundary: Mathematical grounding only. Does not validate the authorial physics program.
The Theory and Applications of Harmonic Integrals
Boundary: Theoretical physics grounding only.
Topological Quantum Field Theory
Boundary: Theoretical physics grounding only. No endorsement implied.
Axioms for Euclidean Green's functions
Boundary: Axiomatic comparison only.
On Computable Numbers
Boundary: Computer science grounding only.
Über formal unentscheidbare Sätze der Principia Mathematica und verwandter Systeme I
Boundary: Logical grounding only.
Cybernetics: Or Control and Communication in the Animal and the Machine
Boundary: Systems grounding only.
Time, Clocks, and the Ordering of Events in a Distributed System
Boundary: Distributed systems grounding only.
Research Data Repository
Boundary: Hosting platform only. Zenodo does not validate or endorse uploaded research.
Digital Fabrica Theory: Mathematical Logic and Core Foundations
Boundary: Internal authorial record pending external institutional review.
Pasev's Infinite Symmetry Principle
Boundary: Internal authorial record pending external institutional review.
Applied Domains: Energy, Materials, Plasma, and Control
Boundary: These domains provide comparison and vocabulary. They do not validate the authorial applied fabric or any proposed device concept.
Applied Domains: Biological Systems, Bioelectricity, and Health Architecture
Boundary: These domains provide comparison and vocabulary. They do not validate the authorial applied fabric or any proposed health-related concept.
Review Invitation
The Science of Fabric Reality is presented for structured critique.
Reviewers are invited to examine:
- definitions,
- source tethers,
- contributor kernel mappings,
- mathematical formalization targets,
- physics-facing research boundaries,
- proof-program status,
- applied implementation requirements,
- publication/provenance distinctions.
Verified Source Tethers
| Contributor | Source Type | Purpose | Status |
|---|---|---|---|
| Srinivasa Ramanujan | mathematical structure | VERIFIED | |
| A.R.D. Mathias | mathematical structure | VERIFIED | |
| pasev | review path | VERIFIED | |
| Emmy Noether | mathematical structure | VERIFIED | |
| wilson | physical analogy | VERIFIED | |
| riemann | mathematical structure | VERIFIED | |
| Albert Einstein | physical analogy | VERIFIED | |
| Alexander Grothendieck | mathematical structure | VERIFIED | |
| lawvere | mathematical structure | VERIFIED | |
| turing | systems comparison | VERIFIED | |
| godel | mathematical structure | VERIFIED | |
| maxwell | physical analogy | VERIFIED | |
| Claude Shannon | physical analogy | VERIFIED | |
| boltzmann | physical analogy | VERIFIED | |
| osterwalder | review path | VERIFIED | |
| schrader | review path | VERIFIED | |
| mandelbrot | mathematical structure | VERIFIED | |
| jones | mathematical structure | VERIFIED | |
| hodge | mathematical structure | VERIFIED | |
| deligne | mathematical structure | VERIFIED | |
| atiyah | mathematical structure | VERIFIED | |
| segal | mathematical structure | VERIFIED | |
| witten | mathematical structure | VERIFIED | |
| fuller | design precedent | VERIFIED | |
| c60 | physical analogy | VERIFIED | |
| wolfram | systems comparison | VERIFIED | |
| weinstein | systems comparison | VERIFIED | |
| kushi | systems comparison | VERIFIED |
Publication Pack
Publication Artifact Pack
v1.0The review dossier has been packaged into an exportable, Markdown/PDF-ready repository.
Zenodo Submission Scaffold
scaffold-only (not submitted)The Zenodo_METADATA.json file contains the prepared metadata for public archiving.
{
"upload_type": "publication",
"publication_type": "workingpaper",
"version": "v1.0",
"license": "cc-by-4.0",
"notes": "Prepared for public review. Contributor lineage is grounding and comparison only. Independent review remains required."
}| Artifact File | Class | Status |
|---|---|---|
SFR_REVIEW_DOSSIER_v1.md | main | release-candidate |
CONTRIBUTOR_LINEAGE_WHITEPAPER_v1.md | whitepaper | release-candidate |
REVIEWER_GUIDE_v1.md | guide | release-candidate |
Zenodo_METADATA.json | metadata | scaffold |
CITATION.cff | citation | scaffold |
Publication Boundary
This artifact pack is prepared for public review and possible DOI/provenance workflows. It does not claim:
- peer-reviewed acceptance,
- external validation,
- contributor endorsement,
- accepted scientific status,
- completed mathematical proof.
All claims remain subject to independent review, formalization, critique, and validation according to their domain.
Citation Hygiene
Citation Hygiene Boundary
Citations on this site are used for grounding, comparison, vocabulary, provenance, and review paths.
They do not automatically establish:
- Endorsement
- Validation
- Proof
- Peer review
- Certification
- Legal authority
- Scientific acceptance
7. Reader Path
Recommended continuation:
- Knowledge Graph — route and relation map.
- Publications — public authorship and record layer.
- SFR Media — explanatory briefing layer.
- Legal Boundary — interpretation and responsibility limits.
- SFR Foundations — upstream theory frame.
- DFT — systems-synthesis layer.
- Applied Fabrics — domain-localized models.
Zenodo Dry-Run Checklist
Pre-SubmissionPre-Submission Checks
Post-Submission Fields To Record Later
| Field | Status |
|---|---|
| DOI | not-issued |
| Zenodo record URL | not-submitted |
| Submission date | not-submitted |
| Version | v1.0 |
| Community | none unless accepted |
DOI Placeholder Governance
Status: Not IssuedAllowed Wording
- "DOI-ready"
- "DOI placeholder"
- "DOI to be recorded after archival submission"
Forbidden Wording
- "DOI issued"
- "DOI validated"
- "DOI peer-reviewed"
- "DOI accepted"
Publication Provenance Lock
Pre-SubmissionPublic Release Announcement
The Science of Fabric Reality ' Public Science Review Dossier v1 has been prepared for public archiving, citation, and independent critique.
Review Invitation
Readers, researchers, technologists, mathematicians, physicists, systems thinkers, and reviewers are invited to examine the definitions, source tethers, claim boundaries, formalization targets, and evidence requirements.
Public Citation Guide
Recommended Citation
Pasev, Ivan. *The Science of Fabric Reality: Public Science Review Dossier v1*. Public review dossier, v1.0, 2026.Appropriate Contexts
- Discussing the SFR framework
- Reviewing contributor lineage
- Comparing source graph methods
- Analyzing formalization targets
- Referencing public review status
Not Appropriate
- Claiming accepted science
- Claiming peer review
- Claiming experimental confirmation
- Claiming contributor endorsement