Hypergendered Logic Source
Hypergendered Logic — Page 53
Q14. Does nested IH collapse? Not as full HGL state identity. It projects downward, but provenance depth is retained. Q15. Can PA nest? No in core HGL. is ill-typed/noncanonical. 𝑃𝐴𝑃𝐴𝑥 ( ) ( ) Q16. Why allow nested IH but not nested PA? Because PA’s spoken meaning is development due to an inner developmental condition, whereas IH is specifically an outer state-to-state inheritance operator. Recursive genealogy belongs to IH. Q17. What is canonical SF2? 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) Q18. What is canonical SM2? SM2 = IH(SM1) AND IH(NOT SF1) AND PH(SM1) AND NOT PH(SF1) AND UD(SM1) AND PA(NOT x) AND PA(y) AND NOT FD(SM1) Q19. What is SF3? SF3 = IH(SF2) AND IH(NOT SM2) AND PH(SF2) AND NOT PH(SM2) AND UD(SF2) AND NOT FD(SF2) Q20. What is SM3? SM3 = IH(SM2) AND IH(NOT SF2) AND PH(SM2) AND NOT PH(SF2) AND UD(SM2) AND NOT FD(SM2) Q21. What is the higher recursion? SF^(n+1) = IH(SF^n) AND IH(NOT SM^n) AND PH(SF^n) AND NOT PH(SM^n) AND UD(SF^n) AND NOT FD(SF^n), for n >= 2 Q22. Does a higher SF stage imply lower SF stages? Yes, by repeated IH projection. Q23. Does a higher SF stage imply NOT lower SM stages? Yes as a Boolean projection, through the inherited non-SM terms and cumulative stage relations. Q24. Why does that not make later non-SM inheritance redundant? Because IH preserves the exact source stage and inheritance depth. Boolean projection is not full HGL state identity. Q25. Is that “just metadata”? No within HGL. Provenance is explicitly part of the biological developmental state and may be read by the causal phenotype map. If a future version declared provenance biologically irrelevant, the ladder would need reevaluation.
Source Canon: Verbatim mathematical and modal logic. Interactive navigation and operator lookups available at /#hgl-part:53.