Source Tether Registry — Contributors to SFR
Purpose
This registry provides explicit evidentiary anchoring for the structural kernels identified in historical and contemporary contributor work. It ensures that Ivan Pasev's use of these concepts is bounded, verifiable, and free of over-extrapolation.
Source Status Taxonomy
| Status | Meaning |
|---|---|
| PRIMARY_READY | primary public source identified |
| SECONDARY_READY | reliable secondary source identified |
| NEEDS_PRIMARY | primary source still required |
| NEEDS_SECONDARY | secondary context still required |
| DEFERRED | source tether deferred |
Source Quality Rules
Preferred source hierarchy:
- Original paper, book, lecture, or official archive.
- University / institutional biography.
- Publisher or official collection.
- Scholarly encyclopedia or trusted educational resource.
- Public encyclopedia only as fallback context.
A source tether must state what the source is used for:
- vocabulary,
- historical context,
- mathematical structure,
- physical analogy,
- proof history,
- systems comparison,
- design precedent,
- or formalization target.
A source tether does not validate SFR by itself.
Required Boundary Text
All source tethers must carry the following validation boundary:
This source provides grounding and comparison. It does not validate SFR, DFT, FQFT, KBI, GILC-UKC, or any authorial discovery by itself.
Contributor Source Tethers
| Contributor | Source Need | Preferred Source Type | Status | Notes |
|---|---|---|---|---|
| Srinivasa Ramanujan | Mock Theta functions, infinite series logic | Primary Mathematical Text | NEEDS_PRIMARY | Requires direct equation linkage to -Theory recurrence formulas. |
| A.R.D. Mathias | Admissibility and well-founded logic | Secondary Philosophical / Logical text | NEEDS_SECONDARY | Focus on anti-collapse mechanisms in infinite set architectures. |
| Emmy Noether | Symmetry-Conservation Theorem | Primary Physics Paper (1918) | PRIMARY_READY | Use to bound Invariant Engineering claims. |
| Alexander Grothendieck | Schemes, Topos, EGA / SGA | Primary Mathematical Text | NEEDS_PRIMARY | Use extreme abstraction models for the Universal Mesh topology. |
| Albert Einstein | General Relativity, Frame transformations | Primary Physics Paper | SECONDARY_READY | Limit reference to the Observer Monad mapping logic. |
| Claude Shannon | A Mathematical Theory of Communication | Primary Paper (1948) | PRIMARY_READY | Anchor for structural entropy decay in DFT. |