doubling and mirror are affine

lean

theorem doubling_and_mirror_are_affine :
  affineTable 2 0 ∈ agl ∧ affineTable 8 1 ∈ agl

Accepted by the Lean 4 kernel. The proof rests on propext, Quot.sound.

Proven means three things together: the kernel accepted the file, the proof contains no sorry, and #print axioms reports a dependency set within {propext, Quot.sound}. The dependency set above is the evidence, recorded per theorem rather than summarised.


source	`lean/DigitSpace.lean:113`
archive	doi:10.5281/zenodo.22178675 — the concept DOI, resolving to the newest release
corpus	every statement · the ledger
reproduce	`git clone https://github.com/ceccec/zeropoint-node && npm run lean:check`

Speaks of the same objects as

What this does not establish

A theorem is a statement the kernel accepted. It says nothing about whether the surrounding package is useful, whether the idea is novel, or whether anything physical follows. Novelty is a universal negative no finite search decides; a dated deposit establishes priority, which is the defensible claim.

doubling and mirror are affine ​

Speaks of the same objects as ​

doubling and mirror are affine

Speaks of the same objects as