Tuppence Programming Language
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Updated
May 16, 2021 - C++
Tuppence Programming Language
Arithmetic system of 2-adic numbers in scheme language
Reconstruction of the Collatz Mapping via Jacobsthal-Normalized Spinor Representation
Generalization of 3n+1 Collatz Orbits via Jacobsthal Sequences: Visualization using Voronoi Tessellation in 2-adic Logarithmic Spiral Space
The Antlion's Pit in a Morning Glory: Visualizing the Structural Gravity of the 2-adic Collatz Tower
Finite-sample observational chapter mapping Collatz waiting-hall events as a state space organized by exit_distance, with miss-front, k-structure corridor, and position-shape selector audits.
Header-only C++20 library for arithmetic in ℤ₂[[t]]: carry chains, formal derivatives, forward differences, Witt vectors, basis conversions, power series composition/reversion — with compile-time verified proofs
dual-view: a unified framework for 2-adic number systems, p-adic Newton dynamics, spectral geometry, gauge theory, and quantum compilation
Coordinate audit for the Paradoxical Sequence benchmark: separates Rozier–Terracol pure reproduction, our trace_escape sampled-universe baseline, and the RT550 odd-accelerated remaining_K overlay.
32 runnable examples and extension headers (dynamic polynomials, Padé approximants, continued fractions, matrices) for the dyadic 2-Adic Operator Calculus library
A finite-sample observational atlas of accelerated Collatz trajectories, extending the waiting-hall analysis into boundary-front geometry, trajectory grammar, empirical flow, and numeric path anatomy.
Implementation of a simple 2-adic cellular automaton.
Exact finite-level mixing geometry for accelerated Collatz dynamics modulo powers of two. This repository does not claim a proof of the Collatz conjecture.
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