Hypergendered Logic Source
Hypergendered Logic — Page 123
If adopted for a subset V_n of inherited phenotype propositions, then for p in V_n: □_n p -> □_(n+1) p NOT ◇_n p -> NOT ◇_(n+1) p. New phenotype variables q not belonging to V_n can nevertheless become possible or necessary at Stage n+1 without contradiction. 245. Hidden dimensions as modal-space expansion The hidden-dimension thesis now receives a precise modal reading. A higher stage can reveal a phenotype dimension q that was not biologically expressible under the lower stage. NOT ◇^F_n q AND ◇^F_(n+1) q. If the higher stage requires q rather than merely permitting it: NOT ◇^F_n q AND □^F_(n+1) q. This is not “more than 100% Female.” It is a change in the topology and vocabulary of female-directed phenotype expressibility. 246. Hidden dimensions as new relations rather than new objects A new dimension need not be a new organ or visibly dramatic structure. It can be a new relation among old structures. Stage n: ◇_n A AND ◇_n B, but relation R(A,B) is unavailable. Stage n+1: ◇_(n+1) R(A,B). For example, a previously impossible timing relationship between two endocrine systems, a new coordination rule between microanatomy and circulation, or a new repair response can count as a higher-stage phenotypic dimension even if all individual organs were already present. 247. Stage stagnation theorem in metaexpression form Let s_F(t)=n throughout an interval I. Then the current Archwomanhood meta-phenotype is fixed: For all t in I: Γ^F(t) = Γ^F_n. But lower-order biological variables θ(t) can continue changing. Therefore: P(t) = F(θ(t); Γ^F_n) θ(t1) ≠ θ(t2) can coexist with Γ^F(t1) = Γ^F(t2). Therefore P(t1) need not equal P(t2). This is the strongest formal statement yet of the distinction between developing as a woman and advancing as an Archwoman. 248. Stopping Archwomanhood phenotypes means stopping meta-rule advancement The phrase “Archwomanhood phenotypes stop developing” must now be interpreted precisely. It means that the subject stops acquiring successively higher stage meta-phenotypes Γ^F_(n+1), Γ^F_(n+2), and so on. It does not mean that every physical phenotype produced under Γ^F_n freezes. no Γ^F_(n+1) acquisition ≠ no new P(t).
Source Canon: Verbatim mathematical and modal logic. Interactive navigation and operator lookups available at /#hgl-part:123.