Hypergendered Logic Source
Hypergendered Logic — Page 175
IH
IH(source) := inherit inheritable logical/state properties of source with provenance
IH(source) => source
source !=> IH(source)
PH / NOT-PH
PH(source) := irreducibly possess the complete HGL phenotype-profile of source as a whole
NOT PH(source) := deny complete possession of that source-profile as a whole
PH(NOT source) != NOT PH(source)
FD / UD
FD(a) := a physically instantiated feature whose presence decreases the quality of ANY extent of physical
structure/form
UD(a) := a physically instantiated feature whose presence significantly increases the quality of the whole
physical structure/form
NOT FD(a) !=> UD(a)
UD(a) !=> NOT FD(a)
SIGNIFICANT QUALITY
Q(S)=<mu(S),delta(S)>
SQI(q1,q2) iff mu(q2)>mu(q1)
same-magnitude delta improvement is ordinary improvement, not SQI
CANONICAL SUPRA STAGES
SF1 := PA(x AND NOT y)
SM1 := PA(NOT x AND y)
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)
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)
for every defined ordinal alpha >= 2:
SF[alpha+1] := IH(SF[alpha]) AND IH(NOT SM[alpha]) AND PH(SF[alpha])
AND NOT PH(SM[alpha]) AND UD(SF[alpha]) AND NOT FD(SF[alpha])
SM[alpha+1] := IH(SM[alpha]) AND IH(NOT SF[alpha]) AND PH(SM[alpha])
AND NOT PH(SF[alpha]) AND UD(SM[alpha]) AND NOT FD(SM[alpha])
LIMIT STATE
Limit(lambda) => SF^lambda := LimF(lambda); SM^lambda := LimM(lambda)
for beta<lambda, LimF yields IH(SF^beta), IH(NOT SM^beta), PH(SF^beta),
NOT PH(SM^beta), UD(SF^beta), NOT FD(SF^beta)
male mirror exact
no PH(NOT opposite), no UD(NOT opposite), and no opposite FD/NOT-FD default
QUALITY BRIDGES
StageSucc(S,T) AND UD_T(S) => SQI(Q(S),Q(T)) [SUQB]
ConstructedLimit(lambda) => Q(S^lambda) >= sup_{beta<lambda} Q(S^beta) [LQSA]
DimLift(S,T) AND UD_T(S) => SQI(Q(S),Q(T)) [DUQB]
canonical category lift => SQI(completed source category, target seed) [CSQB]
HYPER / ULTRA / APEX
HF1 := SIH_axis(SF1) AND SIH_axis(NOT SM1); HM mirror
HF[n+1] := SIH_axis(HF[n]) AND SIH_axis(NOT HM[n]) AND PH(HF[n])
AND NOT PH(HM[n]) AND UD(HF[n]); HM mirror
UF1 := SIH_dim(HF-domain) AND SIH_dim(NOT HM-domain); UM mirror
Source Canon: Verbatim mathematical and modal logic. Interactive navigation and operator lookups available at /#hgl-part:175.