Tuesday, September 29, 2026

SGC-0023

Tier under review: an upstream claim has changed and the tier of this claim is being reviewed.
SGC-0023 Theorem Proof in manuscript

64-group isomorphism: 64 = 4³ = 2⁶; codon space and hexagrams are isomorphic as (ℤ₂)⁶.

Scope 同构为定理级;具体「哪一卦=哪一密码子」的配位不唯一,属阐释级,不作计算基础(见 SGC-0080)。 English translation pending
Sources 分子遗传学生成论(统一理论·全展开 v2);旋机计算架构·基因网络研究线交接说明 v9
Proof paper SGS-MOLGEN

Premises and dependents

No published premises or dependents.

Cite

Claim template
〔定理级〕64 群同构:64 = 4³ = 2⁶,密码子空间与六爻卦作为 (ℤ₂)⁶ 群同构。——李旭彤《分子遗传学生成论(统一理论·全展开 v2)》(SGC-0023),问道研究所,2026。
Chinese
李旭彤:〈SGC-0023〉64 群同构:64 = 4³ = 2⁶,密码子空间与六爻卦作为 (ℤ₂)⁶ 群同构〔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-0023/
English
Li, Xutong (2026). SGC-0023 [Theorem]: 64-group isomorphism: 64 = 4³ = 2⁶; codon space and hexagrams are isomorphic as (ℤ₂)⁶. 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-0023/
BibTeX
@misc{SGC-0023,
  author = {Li, Xutong},
  title = {{SGC-0023}: 64-group isomorphism: 64 = 4³ = 2⁶; codon space and hexagrams are isomorphic as (ℤ₂)⁶.},
  howpublished = {Science of Generation Portal},
  organization = {Reasoning Research Institute},
  year = {2026},
  url = {https://reresearch.org/en/claim/sgc-0023/},
  note = {Epistemic tier: Theorem. Source: 分子遗传学生成论(统一理论·全展开 v2)}
}