C₅ is solvable and A₅ is not (external anchor); this marks the outer boundary of the generative theory of molecular genetics.
Sources 分子遗传学生成论（统一理论·全展开 v2）
External anchor Galois theory; A₅ as the smallest non-abelian simple group
SGC-0022
Premises and dependents
No published premises or dependents.
Cite
Claim template
〔定理级〕C₅ 可解、A₅ 不可解（外部锚点），划定分子遗传学生成论的外沿。——李旭彤《分子遗传学生成论（统一理论·全展开 v2）》（SGC-0022），问道研究所，2026。
Chinese
李旭彤：〈SGC-0022〉C₅ 可解、A₅ 不可解（外部锚点），划定分子遗传学生成论的外沿〔定理级〕，载《分子遗传学生成论（统一理论·全展开 v2）》，问道研究所，2026。https://reresearch.org/claim/sgc-0022/
English
Li, Xutong (2026). SGC-0022 [Theorem]: C₅ is solvable and A₅ is not (external anchor); this marks the outer boundary of the generative theory of molecular genetics. Source: 分子遗传学生成论（统一理论·全展开 v2）. Reasoning Research Institute. https://reresearch.org/en/claim/sgc-0022/
BibTeX
@misc{SGC-0022,
author = {Li, Xutong},
title = {{SGC-0022}: C₅ is solvable and A₅ is not (external anchor); this marks the outer boundary of the generative theory of molecular genetics.},
howpublished = {Science of Generation Portal},
organization = {Reasoning Research Institute},
year = {2026},
url = {https://reresearch.org/en/claim/sgc-0022/},
note = {Epistemic tier: Theorem. Source: 分子遗传学生成论（统一理论·全展开 v2）}
}