Neural Fractal Reconstruction (NFR): Breaking the Shannon Barrier with Deterministic Neural Context

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Authors: Philippe-Antoine Robert
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Abstract

Neural Fractal Reconstruction (NFR), developed by Philippe-Antoine Robert, represents a paradigm shift in data compression that challenges traditional Shannon entropy limits by treating data as a deterministic logic stream rather than a sequence of random variables. The protocol fuses a deep autoregressive LSTM neural network—which learns the specific structure and syntax of a file to predict byte probabilities—with a custom 32-bit high-precision Integer Arithmetic Coder that allocates fractional bits based on those predictions. By effectively converting model intelligence into storage efficiency, NFR approaches the theoretical bounds of Kolmogorov Complexity, achieving bit-perfect reconstruction where the storage cost of information decreases in direct proportion to the predictive confidence of the neural context.This page will be updated overtime throughout my research. philippeantoine1996@gmail.com

Fields of Study & Subjects

Cellular Automata and Applications Computability Logic AI Algorithms Fractal and DNA sequence analysis

Publication details

Journal / source
Zenodo (CERN European Organization for Nuclear Research)
Publication date
4 January 2026
Language
EN