Releases: fermga/TNFR-Python-Engine
Releases · fermga/TNFR-Python-Engine
Release list
v0.0.3.5 — Tetrad correspondence audit & emergent redesign
TNFR v0.0.3.5 — Tetrad correspondence audit & emergent redesign
The 13-operator catalog, grammar U1–U6, and the nodal equation
∂EPI/∂t = νf · ΔNFR(t) are unchanged. This release corrects canonicity claims and
rebuilds two studies to rest on measured structure rather than magic constants.
Highlights
- Tetrad correspondence audit — only π is a genuine structural scale (the
phase-wrap bound shared by|∇φ|andK_φ, both means of wrapped angles ≤ π).
γ, e and φ are recoverable as mathematical identities but are notational
labels, not the structural scales of their tetrad fields.K_φ = L_rw·φ
(the central operator on phase);ξ_C ∝ 1/√λ₂(spectral gap). The "Universal
Tetrahedral Correspondence / 100% derived / zero empirical tuning" claims were
removed across the docs and the constants modules. - Corrected bounds — the
|∇φ|bound moved fromγ/π ≈ 0.1837to the
phase-wrap bound0.9π(symmetric withK_φ); the measured synchronization
onset is ≈ 0.29 and σ-dependent. The Φ_s confinement (per-node|Φ_s| < 0.7711,
driftΔΦ_s < 1.618) is documented as empirical, with no closed form. - Emergent redesign (measure-first) — the gauge interaction-regime
classification (physics/gauge.py) and the emergent-chemistry valence scale
(physics/emergent_chemistry.py) were rebuilt to rest on structure alone:
parameter-free equipartition activity and an integer excitation-count rule
(noble gases → ΔNFR = 0), with no overlay threshold constants. - Metadata — the PyPI and Zenodo descriptions were synced to the current
README (honest scope; no proofs claimed).
Install
pip install tnfr==0.0.3.5Links
- Documentation / theory:
AGENTS.mdand thetheory/research notes - Concept DOI: 10.5281/zenodo.17602860
- Full details: see
CHANGELOG.md
TNFR-Python-Engine 0.0.3.4
TNFR-Python-Engine 0.0.3.4
The June 2026 emergent-geometry and operator-centralization cycle. The
13-operator catalog, grammar U1–U6, and the nodal equation are unchanged;
everything below either measures structure the nodal equation already
contains or removes duplication. Full suite: 2043 passed, 2 skipped.
Highlights
- Emergent symplectic substrate (
physics/symplectic_substrate.py) — the
phase space the nodal dynamics generates from itself: symplectic 2-form,
Noether charges, Hermitian/flat-Kähler structure, complete integrability,
Poincaré–Cartan invariants, Marsden–Weinstein reduction, and the hidden U(2)
polarization symmetry (Stokes parameters on the per-node Poincaré sphere). - Structural diffusion / transport layer (
physics/structural_diffusion.py)
— the EPI channel of the nodal equation is the random-walk graph Laplacian, so
diffusion, Kuramoto synchronization, overdamped drift, standing-wave modes,
random walks, effective resistance, and structural flow all emerge and are
anchored to classical, empirically-established physics. - Operator-contract centralization (
operators/operator_contracts.py) — a
single source of truth for each operator's nodal channel (EPI / νf / θ / ΔNFR)
and scale, with public English operator names. - Energy & coherence are emergent — the structural energy contains no EPI or
νf term; per-operator Lyapunov role is the canonical grammar U2 role. - Grammar centralization — all U1–U6 classification sets derive from one
canonical source; plus a full formal-language characterization of the grammar
(regular language, minimal DFA, syntactic monoid, Parry maximum-entropy
equilibrium). - Three new TNFR-native Millennium-problem programs — P vs NP, BSD, and
Hodge, each with a classified obstruction and an explicit honest-scope
statement. None claims a solution. - Documentation refactor, examples reorganized into 10 thematic subfolders,
and a deep repository cleanup.
See CHANGELOG.md for the complete, audited entry.
Citation
This release is archived on Zenodo under the concept DOI
10.5281/zenodo.17602860, which always
resolves to the latest version.
Install
pip install tnfrv.0.0.3.3
v0.0.3.2
v.0.0.3.1
v0.0.3
Release v0.0.2: TNFR Development Doctrine & Framework Expansion
Major Features: - TNFR Development Doctrine: Mathematical objectivity commitment - 29 comprehensive examples across multiple domains - TNFR-Riemann theoretical framework - Complete documentation modernization - Optimized test suite (173 passing tests) - Enhanced physics modules and implementations DOI: 10.5281/zenodo.17764207