forked from GitHub/gf-core
factored out fun's for lifting RGL functions to Pred, and added some
This commit is contained in:
32
lib/src/experimental/Lift.gf
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32
lib/src/experimental/Lift.gf
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@@ -0,0 +1,32 @@
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abstract Lift =
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RGLBase - [Pol,Tense]
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,Pred
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** {
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fun
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LiftV : V -> PrV aNone ;
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LiftV2 : V2 -> PrV (aNP aNone) ;
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LiftVS : VS -> PrV aS ;
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LiftVQ : VQ -> PrV aQ ;
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LiftVV : VV -> PrV aV ;
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LiftVA : VA -> PrV aA ;
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LiftVN : VA -> PrV aN ; ----
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LiftV3 : V3 -> PrV (aNP (aNP aNone)) ;
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LiftV2S : V2S -> PrV (aNP aS) ;
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LiftV2Q : V2Q -> PrV (aNP aQ) ;
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LiftV2V : V2V -> PrV (aNP aV) ;
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LiftV2A : V2A -> PrV (aNP aA) ;
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LiftV2N : V2A -> PrV (aNP aN) ; ----
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LiftAP : AP -> PrAP aNone ;
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LiftA2 : A2 -> PrAP (aNP aNone) ;
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LiftCN : CN -> PrCN aNone ;
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LiftN2 : N2 -> PrCN (aNP aNone) ;
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AppAPCN : PrAP aNone -> CN -> CN ;
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LiftAdv : Adv -> PrAdv aNone ;
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LiftAdV : AdV -> PrAdv aNone ;
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LiftPrep : Prep -> PrAdv (aNP aNone) ;
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}
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41
lib/src/experimental/LiftEng.gf
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41
lib/src/experimental/LiftEng.gf
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@@ -0,0 +1,41 @@
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concrete LiftEng of Lift =
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RGLBaseEng - [Pol,Tense]
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,PredEng
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** open ResEng, PredInstanceEng, Prelude, (Pr = PredEng) in {
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--flags literal=Symb ;
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oper
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liftV : ResEng.Verb -> Pr.PrV = \v -> lin PrV {s = v.s ; p = v.p ; c1,c2 = [] ; isSubjectControl = False ; vtype = VTAct ; vvtype = VVInf} ;
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lin
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LiftV v = liftV v ;
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LiftV2 v = liftV v ** {c1 = v.c2} ;
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LiftVS v = liftV v ;
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LiftVQ v = liftV v ;
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LiftVA v = liftV v ; ---- c1?
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LiftVN v = liftV v ; ---- c1?
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LiftVV v = {s = \\f => v.s ! VVF f ; p = v.p ; c1,c2 = [] ; isSubjectControl = False ; vtype = VTAct ; vvtype = VVInf} ; ---- c1? ---- VVF
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LiftV3 v = liftV v ** {c1 = v.c2 ; c2 = v.c3} ;
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LiftV2S v = liftV v ** {c1 = v.c2} ;
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LiftV2Q v = liftV v ** {c1 = v.c2} ;
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LiftV2V v = liftV v ** {c1 = v.c2 ; c2 = v.c3 ; isSubjectControl = False ; vvtype = v.typ} ; ---- subj control should be defined in V2V
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LiftV2A v = liftV v ** {c1 = v.c2} ;
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LiftV2N v = liftV v ** {c1 = v.c2} ;
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LiftAP ap = {s = \\a => ap.s ! a ; c1,c2 = [] ; obj1 = \\_ => []} ; --- isPre
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LiftA2 a = {s = \\_ => a.s ! AAdj Posit Nom ; c1 = a.c2 ; c2 = [] ; obj1 = \\_ => []} ; --- isPre
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LiftCN cn = {s = \\n => cn.s ! n ! Nom ; c1,c2 = [] ; obj1 = \\_ => []} ;
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LiftN2 cn = {s = \\n => cn.s ! n ! Nom ; c1 = cn.c2 ; c2 = [] ; obj1 = \\_ => []} ;
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AppAPCN ap cn = {s = \\n,c => cn.s ! n ! c ++ ap.s ! agrgP3 n cn.g ++ ap.obj1 ! agrgP3 n cn.g ; g = cn.g}
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| {s = \\n,c => ap.s ! agrgP3 n cn.g ++ ap.obj1 ! agrgP3 n cn.g ++ cn.s ! n ! c ; g = cn.g} ; ---- isPre
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LiftAdv a = a ** {isAdV = False ; c1 = []} ;
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LiftAdV a = a ** {isAdV = True ; c1 = []} ;
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LiftPrep p = {s = [] ; isAdV = False ; c1 = p.s} ;
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}
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56
lib/src/experimental/LiftSwe.gf
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56
lib/src/experimental/LiftSwe.gf
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@@ -0,0 +1,56 @@
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concrete LiftSwe of Lift =
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RGLBaseSwe - [Pol,Tense]
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,PredSwe
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** open CommonScand, ResSwe, PredInstanceSwe, Prelude in {
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--flags literal=Symb ;
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oper
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liftV = PredInstanceSwe.liftV ;
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lin
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LiftV v = liftV v ;
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LiftV2 v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
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LiftVS v = liftV v ;
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LiftVQ v = liftV v ;
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LiftVA v = liftV v ; ---- c1?
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LiftVN v = liftV v ; ---- c1?
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LiftVV v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
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LiftV3 v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s ; c2 = v.c3.s} ;
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LiftV2S v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
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LiftV2Q v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
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LiftV2V v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s ; c2 = v.c3.s} ;
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LiftV2A v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
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LiftV2N v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
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LiftAP ap = {s = \\a => ap.s ! agr2aformpos a ; c1,c2 = [] ; obj1 = \\_ => []} ; --- isPre
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LiftA2 ap = {s = \\a => ap.s ! AF (APosit (agr2aformpos a)) Nom ; c1 = ap.c2.s ; c2 = [] ; obj1 = \\_ => []} ; --- isPre
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LiftCN cn = {s = \\n => cn.s ! n ! DIndef ! Nom ; c1,c2 = [] ; obj1 = \\_ => []} ;
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LiftN2 cn = {s = \\n => cn.s ! n ! specDet DIndef ! Nom ; c1 = cn.c2.s ; c2 = [] ; obj1 = \\_ => []} ;
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AppAPCN ap cn =
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{s = \\n,d,c =>
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let
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agr = {n = n ; g = cn.g ; p = P3}
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in (cn.s ! n ! d ! c) ++ (ap.s ! agr ++ ap.obj1 ! agr) ; -- flicka älskad av alla
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g = cn.g ;
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isMod = True
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}
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| {s = \\n,d,c =>
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let
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agr = {n = n ; g = cn.g ; p = P3}
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in (ap.obj1 ! agr ++ ap.s ! agr) ++ (cn.s ! n ! d ! c) ; -- av alla älskad flicka
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g = cn.g ;
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isMod = True
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} ;
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LiftAdv a = a ** {isAdV = False ; c1 = []} ;
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LiftAdV a = a ** {isAdV = True ; c1 = []} ;
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LiftPrep p = {s = [] ; isAdV = False ; c1 = p.s} ;
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}
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35
lib/src/experimental/NDLift.gf
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35
lib/src/experimental/NDLift.gf
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@@ -0,0 +1,35 @@
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abstract NDLift =
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RGLBase - [Pol,Tense]
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,NDPred
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** {
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fun
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LiftV : V -> PrV_none ;
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LiftV2 : V2 -> PrV_np ;
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LiftVS : VS -> PrV_s ;
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LiftVQ : VQ -> PrV_q ;
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LiftVV : VV -> PrV_v ;
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LiftVA : VA -> PrV_a ;
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LiftVN : VA -> PrV_n ; ----
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LiftV3 : V3 -> PrV_np_np ;
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LiftV2S : V2S -> PrV_np_s ;
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LiftV2Q : V2Q -> PrV_np_q ;
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LiftV2V : V2V -> PrV_np_v ;
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LiftV2A : V2A -> PrV_np_a ;
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LiftV2N : V2A -> PrV_np_n ; ----
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LiftAP : AP -> PrAP_none ;
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LiftA2 : A2 -> PrAP_np ;
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LiftCN : CN -> PrCN_none ;
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LiftN2 : N2 -> PrCN_np ;
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AppAPCN : PrAP_none -> CN -> CN ;
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LiftAdv : Adv -> PrAdv_none ;
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LiftAdV : Adv -> PrAdv_none ;
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LiftPrep : Prep -> PrAdv_np ;
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}
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5
lib/src/experimental/NDLiftEng.gf
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5
lib/src/experimental/NDLiftEng.gf
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@@ -0,0 +1,5 @@
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concrete NDLiftEng of NDLift =
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RGLBaseEng - [Pol,Tense]
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,NDPredEng
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** NDLiftFunctor with (Lift = LiftEng) ;
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34
lib/src/experimental/NDLiftFunctor.gf
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34
lib/src/experimental/NDLiftFunctor.gf
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@@ -0,0 +1,34 @@
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incomplete concrete NDLiftFunctor of NDLift =
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RGLBase - [Pol,Tense]
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,NDPred
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** open Lift in {
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lin
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LiftV = Lift.LiftV ;
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LiftV2 = Lift.LiftV2 ;
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LiftVS = Lift.LiftVS ;
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LiftVQ = Lift.LiftVQ ;
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LiftVV = Lift.LiftVV ;
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LiftVA = Lift.LiftVA ;
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LiftVN = Lift.LiftVN ;
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LiftV3 = Lift.LiftV3 ;
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LiftV2S = Lift.LiftV2S ;
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LiftV2Q = Lift.LiftV2Q ;
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LiftV2V = Lift.LiftV2V ;
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LiftV2A = Lift.LiftV2A ;
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LiftV2N = Lift.LiftV2N ;
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LiftAP = Lift.LiftAP ;
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LiftA2 = Lift.LiftA2 ;
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LiftCN = Lift.LiftCN ;
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LiftN2 = Lift.LiftN2 ;
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AppAPCN = Lift.AppAPCN ;
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LiftAdv = Lift.LiftAdv ;
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LiftAdV = Lift.LiftAdV ;
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LiftPrep = Lift.LiftPrep ;
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}
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5
lib/src/experimental/NDLiftSwe.gf
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5
lib/src/experimental/NDLiftSwe.gf
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@@ -0,0 +1,5 @@
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concrete NDLiftSwe of NDLift =
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RGLBaseSwe - [Pol,Tense]
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,NDPredSwe
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** NDLiftFunctor with (Lift = LiftSwe) ;
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@@ -1,8 +1,7 @@
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--# -path=.:../translator
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abstract NDTrans =
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RGLBase - [Pol,Tense]
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,NDPred
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NDLift
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,Dictionary - [Pol,Tense]
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** {
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@@ -12,27 +11,4 @@ flags
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meta_prob=1.0e-5;
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meta_token_prob=1.1965149246222233e-9;
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fun
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LiftV : V -> PrV_none ;
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LiftV2 : V2 -> PrV_np ;
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LiftVS : VS -> PrV_s ;
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LiftVQ : VQ -> PrV_q ;
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LiftVV : VV -> PrV_v ;
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LiftVA : VA -> PrV_a ;
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LiftVN : VA -> PrV_n ; ----
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LiftV3 : V3 -> PrV_np_np ;
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LiftV2S : V2S -> PrV_np_s ;
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LiftV2Q : V2Q -> PrV_np_q ;
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LiftV2V : V2V -> PrV_np_v ;
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LiftV2A : V2A -> PrV_np_a ;
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LiftV2N : V2A -> PrV_np_n ; ----
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LiftAP : AP -> PrAP_none ;
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LiftCN : CN -> PrCN_none ;
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LiftAdv : Adv -> PrAdv_none ;
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LiftAdV : Adv -> PrAdv_none ;
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LiftPrep : Prep -> PrAdv_np ;
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}
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@@ -1,8 +1,7 @@
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--# -path=.:../translator
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concrete NDTransEng of NDTrans =
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RGLBaseEng - [Pol,Tense]
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,NDPredEng
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NDLiftEng
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,DictionaryEng - [Pol,Tense]
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** open ResEng, PredInstanceEng, Prelude, (Pr = PredEng) in {
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@@ -10,32 +9,4 @@ concrete NDTransEng of NDTrans =
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flags
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literal=Symb ;
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oper
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liftV : ResEng.Verb -> Pr.PrV = \v -> lin PrV {s = v.s ; p = v.p ; c1,c2 = [] ; isSubjectControl = False ; vtype = VTAct ; vvtype = VVInf} ;
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lin
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LiftV v = liftV v ;
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LiftV2 v = liftV v ** {c1 = v.c2} ;
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LiftVS v = liftV v ;
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LiftVQ v = liftV v ;
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LiftVA v = liftV v ; ---- c1?
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LiftVN v = liftV v ; ---- c1?
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LiftVV v = lin PrV {s = \\f => v.s ! VVF f ; p = v.p ; c1,c2 = [] ; isSubjectControl = False ; vtype = VTAct ; vvtype = VVInf} ; ---- c1? ---- VVF
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LiftV3 v = liftV v ** {c1 = v.c2 ; c2 = v.c3} ;
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LiftV2S v = liftV v ** {c1 = v.c2} ;
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LiftV2Q v = liftV v ** {c1 = v.c2} ;
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LiftV2V v = liftV v ** {c1 = v.c2 ; c2 = v.c3 ; isSubjectControl = False ; vvtype = v.typ} ; ---- subj control should be defined in V2V
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LiftV2A v = liftV v ** {c1 = v.c2} ;
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LiftV2N v = liftV v ** {c1 = v.c2} ;
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LiftAP ap = ap ** {c1,c2 = [] ; obj1 = \\_ => []} ; --- isPre
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LiftCN cn = lin PrCN {s = \\n => cn.s ! n ! Nom ; c1,c2 = [] ; obj1 = \\_ => []} ;
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LiftAdv a = a ** {isAdV = False ; c1 = []} ;
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LiftAdV a = a ** {isAdV = True ; c1 = []} ;
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LiftPrep p = lin PrAdv {s = [] ; isAdV = False ; c1 = p.s} ;
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}
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@@ -1,8 +1,7 @@
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--# -path=.:../translator
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concrete NDTransSwe of NDTrans =
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RGLBaseSwe - [Pol,Tense]
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,NDPredSwe
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NDLiftSwe
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,DictionarySwe - [Pol,Tense]
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** open CommonScand, ResSwe, PredInstanceSwe, (Pr=PredSwe), Prelude in {
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@@ -10,33 +9,5 @@ concrete NDTransSwe of NDTrans =
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flags
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literal=Symb ;
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oper
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vliftV : Verb -> PrV = \v -> lin PrV (PredInstanceSwe.liftV v) ;
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PrV = Pr.PrV ;
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lin
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LiftV v = vliftV v ;
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LiftV2 v = <vliftV <v : Verb> : PrV> ** {c1 = v.c2.s} ;
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LiftVS v = vliftV v ;
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LiftVQ v = vliftV v ;
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LiftVA v = vliftV v ; ---- c1?
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LiftVN v = vliftV v ; ---- c1?
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LiftVV v = <vliftV <v : Verb> : PrV> ** {c1 = v.c2.s} ;
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LiftV3 v = <vliftV <v : Verb> : PrV> ** {c1 = v.c2.s ; c2 = v.c3.s} ;
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LiftV2S v = <vliftV <v : Verb> : PrV> ** {c1 = v.c2.s} ;
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LiftV2Q v = <vliftV <v : Verb> : PrV> ** {c1 = v.c2.s} ;
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LiftV2V v = <vliftV <v : Verb> : PrV> ** {c1 = v.c2.s ; c2 = v.c3.s} ;
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LiftV2A v = <vliftV <v : Verb> : PrV> ** {c1 = v.c2.s} ;
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LiftV2N v = <vliftV <v : Verb> : PrV> ** {c1 = v.c2.s} ;
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LiftAP ap = lin PrAP {s = \\a => ap.s ! agr2aformpos a ; c1,c2 = [] ; obj1 = \\_ => []} ; --- isPre
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LiftCN cn = lin PrCN {s = \\n => cn.s ! n ! DIndef ! Nom ; c1,c2 = [] ; obj1 = \\_ => []} ;
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LiftAdv a = lin PrAdv (a ** {isAdV = False ; c1 = []}) ;
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LiftAdV a = lin PrAdv (a ** {isAdV = True ; c1 = []}) ;
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LiftPrep p = lin PrAdv ({s = [] ; isAdV = False ; c1 = p.s}) ;
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}
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@@ -1,8 +1,5 @@
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--# -path=.:../translator
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abstract Test =
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RGLBase - [Pol,Tense,MkSymb]
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,Pred
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Lift - [MkSymb]
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,Lexicon - [Pol,Tense]
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,Structural - [Pol,Tense]
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@@ -12,28 +9,4 @@ flags
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-- heuristic_search_factor=0.60;
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-- meta_prob=1.0e-5;
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-- meta_token_prob=1.1965149246222233e-9;
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fun
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LiftV : V -> PrV aNone ;
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LiftV2 : V2 -> PrV (aNP aNone) ;
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LiftVS : VS -> PrV aS ;
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LiftVQ : VQ -> PrV aQ ;
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LiftVV : VV -> PrV aV ;
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LiftVA : VA -> PrV aA ;
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LiftVN : VA -> PrV aN ; ----
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||||
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LiftV3 : V3 -> PrV (aNP (aNP aNone)) ;
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LiftV2S : V2S -> PrV (aNP aS) ;
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LiftV2Q : V2Q -> PrV (aNP aQ) ;
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LiftV2V : V2V -> PrV (aNP aV) ;
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LiftV2A : V2A -> PrV (aNP aA) ;
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LiftV2N : V2A -> PrV (aNP aN) ; ----
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||||
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LiftAP : AP -> PrAP aNone ;
|
||||
LiftCN : CN -> PrCN aNone ;
|
||||
|
||||
LiftAdv : Adv -> PrAdv aNone ;
|
||||
LiftAdV : AdV -> PrAdv aNone ;
|
||||
LiftPrep : Prep -> PrAdv (aNP aNone) ;
|
||||
|
||||
}
|
||||
|
||||
@@ -1,39 +1,9 @@
|
||||
concrete TestEng of Test =
|
||||
RGLBaseEng - [Pol,Tense,MkSymb]
|
||||
,PredEng
|
||||
LiftEng - [MkSymb]
|
||||
,LexiconEng - [Pol,Tense]
|
||||
,StructuralEng - [Pol,Tense]
|
||||
|
||||
** open ResEng, PredInstanceEng, Prelude, (Pr = PredEng) in {
|
||||
|
||||
--flags literal=Symb ;
|
||||
|
||||
oper
|
||||
liftV : ResEng.Verb -> Pr.PrV = \v -> lin PrV {s = v.s ; p = v.p ; c1,c2 = [] ; isSubjectControl = False ; vtype = VTAct ; vvtype = VVInf} ;
|
||||
|
||||
lin
|
||||
LiftV v = liftV v ;
|
||||
LiftV2 v = liftV v ** {c1 = v.c2} ;
|
||||
LiftVS v = liftV v ;
|
||||
LiftVQ v = liftV v ;
|
||||
LiftVA v = liftV v ; ---- c1?
|
||||
LiftVN v = liftV v ; ---- c1?
|
||||
LiftVV v = {s = \\f => v.s ! VVF f ; p = v.p ; c1,c2 = [] ; isSubjectControl = False ; vtype = VTAct ; vvtype = VVInf} ; ---- c1? ---- VVF
|
||||
|
||||
LiftV3 v = liftV v ** {c1 = v.c2 ; c2 = v.c3} ;
|
||||
LiftV2S v = liftV v ** {c1 = v.c2} ;
|
||||
LiftV2Q v = liftV v ** {c1 = v.c2} ;
|
||||
LiftV2V v = liftV v ** {c1 = v.c2 ; c2 = v.c3 ; isSubjectControl = False ; vvtype = v.typ} ; ---- subj control should be defined in V2V
|
||||
LiftV2A v = liftV v ** {c1 = v.c2} ;
|
||||
LiftV2N v = liftV v ** {c1 = v.c2} ;
|
||||
|
||||
|
||||
LiftAP ap = ap ** {c1,c2 = [] ; obj1 = \\_ => []} ; --- isPre
|
||||
LiftCN cn = {s = \\n => cn.s ! n ! Nom ; c1,c2 = [] ; obj1 = \\_ => []} ;
|
||||
|
||||
LiftAdv a = a ** {isAdV = False ; c1 = []} ;
|
||||
LiftAdV a = a ** {isAdV = True ; c1 = []} ;
|
||||
LiftPrep p = {s = [] ; isAdV = False ; c1 = p.s} ;
|
||||
|
||||
|
||||
}
|
||||
|
||||
@@ -1,8 +1,5 @@
|
||||
--# -path=.:../translator
|
||||
|
||||
concrete TestSwe of Test =
|
||||
RGLBaseSwe - [Pol,Tense,MkSymb]
|
||||
,PredSwe
|
||||
LiftSwe - [MkSymb]
|
||||
,LexiconSwe - [Pol,Tense]
|
||||
,StructuralSwe - [Pol,Tense]
|
||||
|
||||
@@ -10,32 +7,6 @@ concrete TestSwe of Test =
|
||||
|
||||
--flags literal=Symb ;
|
||||
|
||||
oper
|
||||
liftV = PredInstanceSwe.liftV ;
|
||||
|
||||
lin
|
||||
LiftV v = liftV v ;
|
||||
LiftV2 v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
|
||||
LiftVS v = liftV v ;
|
||||
LiftVQ v = liftV v ;
|
||||
LiftVA v = liftV v ; ---- c1?
|
||||
LiftVN v = liftV v ; ---- c1?
|
||||
LiftVV v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
|
||||
|
||||
LiftV3 v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s ; c2 = v.c3.s} ;
|
||||
|
||||
LiftV2S v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
|
||||
LiftV2Q v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
|
||||
LiftV2V v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s ; c2 = v.c3.s} ;
|
||||
LiftV2A v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
|
||||
LiftV2N v = <liftV <v : Verb> : PrVerb> ** {c1 = v.c2.s} ;
|
||||
|
||||
LiftAP ap = {s = \\a => ap.s ! agr2aformpos a ; c1,c2 = [] ; obj1 = \\_ => []} ; --- isPre
|
||||
LiftCN cn = {s = \\n => cn.s ! n ! DIndef ! Nom ; c1,c2 = [] ; obj1 = \\_ => []} ;
|
||||
|
||||
LiftAdv a = a ** {isAdV = False ; c1 = []} ;
|
||||
LiftAdV a = a ** {isAdV = True ; c1 = []} ;
|
||||
LiftPrep p = {s = [] ; isAdV = False ; c1 = p.s} ;
|
||||
|
||||
}
|
||||
|
||||
|
||||
Reference in New Issue
Block a user