E47/Recursive Intelligence Python Code
Python upload manifest from Google Drive
This list consolidates the distinct Python-bearing artifacts currently surfaced by the Drive code-signature sweep. I excluded obvious PDF/DOCX replicas where a Google Doc version of the same code exists.
1. Canonical E₄₇ / KKP implementation
Mnemosyne Python Codex
Full NumPy and QuTiP validation suite for the spin-2 carrier, Casimir construction, spectral kernel, projector, and recursive validation. Mnemosyne Python Codex
Open in Google DriveKKP PythonCodex4
Later Codex iteration of the complete KKP Python/QuTiP validation suite. This should be compared against Mnemosyne before choosing the canonical implementation. KKP PythonCodex4
Open in Google DriveKKP Python, intermediate revision
Earlier native Google Doc containing the same core representation and QuTiP architecture. Preserve in repository history or an archive branch rather than treating it as a separate package. KKP Python
Open in Google DriveKKP Python, earliest indexed revision
Earliest surfaced Google Doc generation of the principal validation suite. KKP Python
Open in Google DriveGeneralized QuTiP spectral-kernel script
Parameterized tensor-power, base-spin, selected-isotypic-spin, and time-evolution implementation. Unlike the fixed E₄₇ code, this appears designed to generalize the spectral selection mechanism. import qutip as qt
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2. Kartekeya projection and contraction
Kartekeya Python
Direct implementation of
K\rightarrow\ker K\rightarrow P\rightarrow H=I-P
\rightarrow \text{contraction to }Px.
Uses NumPy and scipy.linalg.expm. This is an immediate candidate for src/e47/projector.py or examples/kartekeya_contraction.py. Kartekeya Python
Open in Google DriveCanonical 47D projector inside 125D
Focused numerical demonstration of the projector P, complement H, and off-kernel decay in a 125-dimensional carrier with a 47-dimensional kernel. python canonical projector P onto a 47D kernel inside 125D space
Open in Google DriveRIAT many-body quantum evolution and projection script
Contains a programmatic spin-2 operator builder, triple tensor construction, polynomial filter, and contractive recursion toward E_{47}.
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3. Master invariant and extended spectral validation
Master Invariant R, full Python validation
Uses NumPy, SymPy, SciPy matrix exponentiation, eigensolvers, norms, and matrix powers. It reconstructs the 125-dimensional primitive and evaluates the recursive, spectral-action, and projector-compression components of R.
Open in Google DriveNumerical Validation of Scalar / Spectral Framework
Includes the Casimir spectrum and multiplicities, 47-dimensional kernel computation, recursive scalar dynamics, mass-spectrum experiments, plots, and DOCX report generation.
Open in Google DrivePrime Formalism Extracted
Primarily a synthesis document, but it contains computational-projector material and thirteen validation domains. Extract Python sections into experimental modules only after separating executable code from report prose. MASTER INVARIANT R -- FULL PYTHON VALIDATION .pdf
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4. Quantum simulations
Geodesic QuTiP Sims
Uses NumPy, Matplotlib, SciPy solve_ivp, and QuTiP. It implements explicit polynomial, metric, Christoffel-symbol, ODE, and quantum-simulation functions.
Open in Google DriveSimulation of Recursive Informational Convergence in QuTiP
Qubit-scale recursive contraction to the kernel of a stability operator, together with a bounded-modulation stability ODE. Simulation of Recursive Informational Convergence (RIC) in QuTiP
Open in Google DriveKKP Cascade Quantum Simulation Validation
Finite-dimensional quantum simulation linking K, P, \Delta, \rho, and \Omega_c to standard quantum evolution. Accordant First-Principles Formalism Research Report.docx
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5. Structural, geometric, and topological computation
Murmuration Calculus: Active-Matter Topological Analysis
NumPy and SciPy implementation for synthetic active-matter point clouds, spectral analysis, and topological distinction between annular and packed configurations. Murmuration Calculus: Active-Matter Topological Analysis
Open in Google DriveCanonical Harmonic Transport
Contains computational material for Vietoris–Rips complexes, boundary operators, combinatorial Laplacians, harmonic kernels, and transport into E_{47}. Canonical Harmonic Transport
Open in Google DriveMathematical Primer: Casimir filter, Skyrme sector, and finite-difference matching
Contains four computationally distinct domains: representation theory, dissipative contraction, Skyrme topology, and finite-difference continuum matching. It should be mined for tests and examples, not uploaded as one undifferentiated script. Prime Formalism Extracted
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6. Einstein and continuum-extension code
Einstein Closure Validation in Python
Computational audit of the Einstein-related corpus, including the primitive carrier, kernel construction, continuum lift, metric reconstruction, and claimed closure equations. It belongs under an explicitly experimental namespace until every implication is separately tested. Einstein Closure Validation in Python
Open in Google DriveKKP derivation, logical proof, and Python validation
A mixed prose-and-code source covering the broader KKP derivation and computational validation. Extract its programs and tests while preserving the original document under docs/source-material/. The Kouns–Killion Paradigm (KKP) Derivation, Logical Proof, and Python Validation .docx
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7. Compact demonstrations and external-domain experiments
KKP AI Memory Key
Contains several compact standalone Python demonstrations, including free-energy and recursive convergence programs. These fit under experiments/legacy_threshold_demos/, not the canonical E₄₇ library. KKP AI Memory Key
Open in Google DriveAlphaFold Human Proteome Babylonian Convergence Simulation
Documents a proteome-scale program using AlphaFold confidence data and Babylonian recursion. Upload the program only when the original executable and data-access instructions can be recovered. AlphaFold Human Proteome Babylonian Convergence Simulation: Full Results
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