ads-cft

Ontogeny and pedagogy of Morphological Source Code (MSC), implemented in Python3 for contemporary hardware. Operates as a quantized kernel of agentic motility, akin to a Hilbert space kernel; augmented by an AdS/CFT-dual Noetherian jet space enabling topos-invariant syntax-lift/lower, morphological differentiation, and morphosemantic integration.

Ising model, machine learning and AdS/CFT

Simulation of an Ising model in AdS-CFT-correspondence

Own implementation of the EFL Network

A Constructive Formalization of Discrete Entanglement-Geometry Duality in Cubical Agda

Numerical reproduction code, data, and figures for bare OSM extremal areas in finite-density D3-D7.

Hydrodynamics with dynamical gauge fields

Holographic time mapping protocol (v → T → τ) - TDHCF framework documentation

This repository contains python scripts for computing poincare sums for AdS3 gravity and RCFT partition functions using the SAGE Math.

Code, data, figures and manuscript for "Holographic Entanglement of Fractal Regions: Complex Dimensions, Non-local Counterterms and Cosmic-Brane Multifractality" (R. Chen, 2026).

Machine Learning Modeling for T-Linear Resistivity

Exploration théorique de l'isomorphisme entre la géométrie hyperbolique des réseaux complexes (TPDBT), la dualité AdS/CFT et le routage glouton optimal. Une approche unifiée de la topologie de l'information.

Code, data, figures and manuscript for "Multifractal Large Deviations in Quantum Entanglement: Ideal Fermi-Gas Mapping, Markov Tensor Cascades, and Quartic Casimir Symmetry" (R. Chen, 2026).

Neural operators mapping QFT actions to boundary correlators in Euclidean AdS2, with live WebGPU surfaces and browser-side inference

An interactive AdS/CFT study atlas: native equations, linked CFT and AdS notes, D3-brane experiments, and spaced-repetition quizzes.

Cadre théorique formel visant à unifier la thermodynamique, la théorie de l’information et la gravitation émergente à travers la géométrie informationnelle. Le projet explore la courbure thermodynamique de Ruppeiner ($R$) comme invariant géométrique encodant la microstructure, les corrélations et les interactions fondamentales des systèmes physique

Paper and reproduction code: A critical coupling for the magnetic instability of holographic SU(2) plasmas

📐 Explore efficient routing in complex networks through hyperbolic geometry, revealing connections between information structures and the universe's fabric.