Hypergendered Logic Source

Hypergendered Logic — Page 50

HGL Source Framework · Page 50 of 293 · Source: Hypergendered Logic

70. AI unit examples 
Input: SF2. 
Required expansion: SF2 = IH(SF1) AND IH(NOT SM1) AND PH(SF1) AND NOT PH(SM1) AND UD(SF1) 
AND PA(x) AND PA(NOT y) AND NOT FD(SF1). 
Input: Does SF1 imply PA(x)? 
Required answer: not by general PA logic; SF1 is female-typed by category axiom, but PA irreducibility 
blocks causal lifting to the standalone 
 mode. 
𝑃𝐴𝑥
( )
Input: Does IH(NOT SM1) mean NOT IH(SM1)? 
Required answer: no. 
Input: Does IH(SF4) imply SF4? 
Required answer: yes, by IH projection. 
Input: If SF4 implies SF3, does IH(SF4) imply IH(SF3)? 
Required answer: not generally. It implies SF4, then SF3, but inheritance provenance cannot be retagged. 
Input: Can PA contain IH(SF2)? 
Required answer: not in core HGL; nested/cross-level PA arguments are ill-typed. 
Input: Can IH contain PA(x)? 
Required answer: yes. 
Input: Can IH contain IH(PA(x))? 
Required answer: yes, and the additional inheritance layer is preserved. 
Input: Does stage stagnation stop puberty? 
Required answer: no such entailment; woman/man development can continue at fixed stage. 
Input: What exact body trait must SF50 have? 
Required answer: deduce the PH profiles explicitly encoded by the stage; deduce a concrete trait only if it is 
defined as a member/consequence of one of those profiles or an explicit causal law supplies it. 
Part XIX — How a scientist should read revised HGL 
71. Treat chromosome symbols as formal variables inside this fictional theory 
x=XX and y=XY are formal developmental-condition atoms in HGL. The theory is not a claim that real human 
sex development is exhaustively determined by those two strings. A scientist interpreting the fictional world 
should study the causal semantics supplied by HGL rather than silently importing real-world simplifications or 
corrections. 
72. Distinguish five experimentally different questions 
For any observed structure, ask: 
1.​
Condition question: which inner conditions are present?

Source Canon: Verbatim mathematical and modal logic. Interactive navigation and operator lookups available at /#hgl-part:50.