Hilbert 12: ambient dual slice
Finite pairing and Gauss-cube calculations with an explicit primitive-root specialization. The analytic equality remains open.
Completion: Active development · Lean: No Lean claim · Confidence: Written / finite evidence
Before you start
Suggested background: Read the problem statement, recorded scope and open questions first. The program's definitions determine its subject prerequisites.
Recorded results and limits: Exact finite algebra and a fixed-point obstruction. The analytic comparison remains open.
Remaining work: Connect the exact dual-slice construction to a justified analytic comparison without assuming the missing equality.
The background advice is an editorial starting point. The work itself states its prerequisites and hypotheses.
Reading routes · Glossary · Claim links · Download this work
Read
For reading files, open the complete file listing under Evidence. - Maintained edition guide
Written proofs
Find the statement number or section in the reading files, then read its assumptions and argument. A claim map may cover only part of the written result.
Written proofs may be in the reading files. There is no separate text or claim map linked here. The evidence record describes what has been reviewed.
Lean
No Lean source or guide is linked here. See the Lean status above and the evidence below for the recorded coverage.
Code
These links include code, examples, checks, or build tools. Read the maintained edition guide for setup instructions and what each command does. All software is beta and work in progress.
Find this work among other code projects
Evidence
- Completion, Lean coverage, confidence, and cited evidence
- Source-file receipt (identity and availability)
- All files in this source edition
The evidence records describe the reviews and runs completed for this edition.