Hypergendered Logic Source
Hypergendered Logic — Page 256
Supra's NOT-FD safeguard to Ultra/Apex. Formula inheritance across category families remains explicit and typed, not analogical. Current UF_(n+1) = SIH_axis(UF_n) AND SIH_axis(NOT UM_n) AND UD(UF_n). The male mirror is exact. Current AF_(n+1) = SIH_axis(AF_n) AND SIH_axis(NOT AM_n) AND UD(AF_n). The male mirror is exact. This creates a deliberate formula-family distinction: Hyper dimensional ascent carries five conjuncts (two SIH, PH-own, NOT-PH-opposite, UD-own), while Ultra/Apex internal dimensional ascent carries three (two SIH plus UD-own). All three higher named families can therefore trigger DUQB, but only Hyper has constitutive PH/NOT-PH at each internal dimension and none of them automatically inherits Supra's NOT-FD safeguard. 363. Logical deductions from the corrected SF/SM ladder D-SF-1: SF2 entails SF1 by IH projection, and entails NOT SM1 by projection of IH(NOT SM1). D-SF-2: SF2 entails PH(SF1) and NOT PH(SM1). It does not entail PH(NOT SM1). D-SF-3: SF2 entails UD(SF1) and NOT FD(SF1); it does not entail UD(NOT SM1). D-SF-4: SF3 entails SF2, NOT SM2, PH(SF2), NOT PH(SM2), UD(SF2), and NOT FD(SF2). D-SF-5: By recursive IH projection, every successor above SF2 entails its entire same-side predecessor chain, subject to limit closure at limits. D-SF-6: Female/male structural symmetry is preserved even though opposite-profile possession is negated rather than replaced by a nonstate PH source. D-SF-7: The old nine-conjunct and seven-conjunct formulas are not equivalent to the new eight/six formulas because they asserted additional positive UD and different PH content. 364. Logical deductions from the strengthened Hyper recurrence D-HF-1: HF2 entails SIH_axis(HF1) and therefore every IH source licensed by the selected HF1 axis-tail. D-HF-2: HF2 entails SIH_axis(NOT HM1) and therefore every corresponding inherited structured non-HM source on that axis-tail. D-HF-3: HF2 entails PH(HF1) and NOT PH(HM1); neither is merely an SIH projection. D-HF-4: HF2 entails UD(HF1), but does not entail NOT FD(HF1) unless a separate rule is added. D-HF-5: HF3 has the same five semantic roles one dimensional order higher. D-HF-6: DimCount(HF_n)=n+1 for finite n remains unchanged by adding PH/NOT-PH/UD conjuncts because dimensional count is determined by coordinate construction, not number of formula conjuncts. D-HF-7: HF2 remains distinct from HF<1>[2,Omega]; strengthening its constitutive formula makes the nonidentity even more pronounced. 365. HGL logical inferences, not strict theorems HI-1: Repeated exclusion of complete opposite profiles may plausibly make high-stage phenotype organization increasingly resistant to whole-profile convergence with the opposite ladder, while still allowing shared individual traits. HI-2: Positive same-side PH accumulation plus opposite whole-profile exclusion plausibly increases source-sensitive phenotype discrimination at higher stages. HI-3: High HF dimensional order plausibly supports increasingly complex interactions between whole inherited axes, profile possession, profile exclusion, and Unflaw effects.
Source Canon: Verbatim mathematical and modal logic. Interactive navigation and operator lookups available at /#hgl-part:256.