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gift-framework/README.md

Geometric Information Field Theory

The dimensional-reduction chain G₂ ⊃ SU(3) ⊃ SU(2) ⊃ U(1) and the topological data of K₇

The repositories of this account have moved to the Arithmon organisation. This page is a signpost. Everything current lives there.

Was Now
gift-framework/GIFT Arithmon/K7, the framework, the physics and the papers
gift-framework/core Arithmon/K7-Lean, the Lean 4 formal core and giftpy

The framework is now presented as the K₇ framework; GIFT remains the name of its founding phase.

Nothing you cite will break

GitHub redirects the old URLs, web and git clone / fetch / push alike. The published papers are immutable PDFs on Zenodo and they cite github.com/gift-framework/core dozens of times, so those redirects are load-bearing infrastructure: the old paths will never be reused.

One thing does not redirect: GitHub Pages. The documentation sites moved and the old addresses return 404 with no forwarding.

Old documentation URL Where it is now
gift-framework.github.io/GIFT/ arithmon.github.io/K7
gift-framework.github.io/core/ arithmon.github.io/K7-Lean

Where to go

Everything else this page used to carry, the headline numbers, the paper list, who cites the work, is maintained in Arithmon/K7, where a cross-repository consistency check holds it to a single ledger. It was held to nothing here, and it had drifted.

K₇ (formerly GIFT) is the founding framework of the Arithmon program.

Pinned Loading

  1. Arithmon/Program Arithmon/Program Public

    The hypothesis: the dimensionless constants of physics are counts, arithmetic and topological invariants of a compact geometry, with no continuously adjustable parameter. This repository is the pro…

    Python 1

  2. Arithmon/Atlas Arithmon/Atlas Public

    An annotated map of work adjacent to the Arithmon program, from information geometry to structural realism. One entry per work: what it claims, how it relates (convergent, divergent, orthogonal), a…

    Python 1

  3. Arithmon/Sieve Arithmon/Sieve Public

    The methodology arm of the Arithmon program: how surprising is a claimed exact relation between mathematical invariants and measured physical constants? Frozen inputs deposited with a dated DOI, th…

    Python 1

  4. Arithmon/Lean Arithmon/Lean Public

    Machine-checked formal layer of the Arithmon program: certified expression-space counts and the in-framework-theorem complexity rebate (Sieve methodology, Q5). Lean 4.

    Lean 1