Programme record 32
LAMBDA: where the constructible (CNC) description of odd-prime quantum computation ends
Programme decision document, decided at the second freeze
At one qutrit the constructible class hosts every state; at two qutrits its hull hosts the three cubic phase-gate states and none of the registered product-of-magic, quartic or random states, each refusal an exact certificate re-derived by independent routes. At d = 3 the copy threshold of the Strange and Norrell states is two, and every larger copy number lies outside by corollary.
- Identifier
- 32
- Content frozen
- 2026-10-29
- First published
- 2026-11-04
- Form
- v1.1
- Status
- Decided; adversarial rigor leg passed, physics leg passed with rewordings applied; closing audit at the reserved prime band still owed before external quotation
- Author
- David Vávra, Independent Researcher, Prague, Czech Republic
Files
- Record (PDF) 1.3 MB
- 4d3c9d8e37107cba67addb745617b14f01329c63468a414b1b74d2808d275da0
- Markdown source 188 KB
- 02c637418c3ce6c7f4b70a3fc24decabb838214797e71e110526b33b19e879f9
Summary
At one qutrit the constructible (CNC) class of the Λ-polytope model hosts every state; at two qutrits its convex hull hosts the three cubic diagonal-phase states and none of the registered product-of-magic, quartic or random states, each refusal carried by an exact Farkas certificate re-derived by independent routes. At d = 3 the copy-number threshold of the Strange and Norrell states is two, and every larger copy number lies outside by corollary.
Cite
Vávra, D. (2026). LAMBDA: where the constructible (CNC) description of odd-prime quantum computation ends. vavradev.com/research, first published 2026-11-04.
@misc{vavra202632,
author = {V{\'a}vra, David},
title = {{LAMBDA: where the constructible (CNC) description of odd-prime quantum computation ends}},
year = {2026},
month = oct,
howpublished = {\url{https://vavradev.com/research/vavra-2026-record-32-lambda-program.pdf}},
note = {Programme record, v1.1. First published 2026-11-04 at vavradev.com/research; SHA-256 4d3c9d8e37107cba67addb745617b14f01329c63468a414b1b74d2808d275da0},
}