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p-adic · GitHub Topics · GitHub

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p-adic

Here are 58 public repositories matching this topic...

A visualiser of the Bruhat-Tits tree over ℚp.

  • Updated Aug 27, 2026
  • TypeScript

Number representation when the base is a free parameter — a machine-checked corpus on function-defined radix systems, from positional notation as algebra to the geometry and conservation laws of coupled radix networks.

  • Updated Jul 12, 2026
  • Lean

Generate simple p-adic integer diagrams

  • Updated Apr 17, 2021
  • Haskell

Arithmetic system of 2-adic numbers in scheme language

  • Updated Aug 23, 2022
  • Scheme

Tuppence Programming Language

  • Updated May 16, 2021
  • C++

An explicit marked profinite presentation of the absolute Galois group of Q₂: four generators, two relations, and a pro-2 wild-inertia condition, with interactive paper, two Lean 4 formalizations, and a finite-quotient verifier

  • Updated Jul 28, 2026
  • HTML

Ultrametric AI — Proof of Concept: Token-level explainable attention via p-adic valuation trees and Spencer-Brown's Laws of Form

  • Updated May 29, 2026
  • Python

Unity of Ultrametric Physics: A Self-Contained Development from First Principles

  • Updated May 29, 2026
  • Python

Two Ways of Measuring: A Framework for Distance, Memory, and Fault-Tolerant Computation

  • Updated May 29, 2026

The Ultrametric Paradigm: How the Choice of Geometry Determines Everything

  • Updated May 29, 2026
  • JavaScript

ULTRAMETRIC QUANTUM COMPUTATION: An MVP Program for Passive Geometric Fault Tolerance

  • Updated Jul 26, 2026
  • SCSS

ZBW-P5 Capstone: Vanishing ZBW Signal

  • Updated Jul 27, 2026

THE ROAD NOT TAKEN: A Different Kind of Physics

  • Updated May 29, 2026
  • SCSS

Number systems as metric-neutral: the same symbols read under Archimedean or ultrametric interpretation

  • Updated May 29, 2026
  • Python

Ultrametric p-Adic Quantum Metrology — passive error resilience for near-term quantum advantage

  • Updated Aug 1, 2026

Measure-Theoretic Artifacts v2.0: The Adelic Completion Problem, Langlands Connection, and UV/IR Divergences

  • Updated Jul 26, 2026
  • PowerShell

Formal and empirical investigation of the Collatz conjecture. Combines topological, combinatorial, and analytic perspectives: extension on Z₂×Z₃, backward automaton with canonical horizon, and Lyapunov drift analysis showing uniqueness of the cycle.

  • Updated Dec 13, 2025
  • Jupyter Notebook

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