forked from GitHub/gf-core
multi for Swe
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@@ -7,13 +7,19 @@ interface DemRes = open Prelude, Resource in {
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mkDemS : Cl -> DemAdverb -> Pointing -> MultiSentence = \cl,adv,p ->
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{s = table {
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MInd => msS (UseCl (PosTP TPresent ASimul) (AdvCl cl adv)) ;
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MQuest => msQS (UseQCl (PosTP TPresent ASimul) (QuestCl (AdvCl cl adv)))
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MInd b => msS (UseCl (polar b) (AdvCl cl adv)) ;
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MQuest b => msQS (UseQCl (polar b) (QuestCl (AdvCl cl adv)))
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} ;
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s5 = p.s5 ++ adv.s5
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} ;
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polar : Bool -> TP = \b -> case b of {
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True => PosTP TPresent ASimul ;
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False => NegTP TPresent ASimul
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} ;
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mkDemQ : QCl -> DemAdverb -> Pointing -> MultiQuestion = \cl,adv,p ->
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{s = msQS (UseQCl (PosTP TPresent ASimul) cl) ++ adv.s ; --- (AdvQCl cl adv)) ;
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{s = \\b => msQS (UseQCl (polar b) cl) ++ adv.s ; --- (AdvQCl cl adv)) ;
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s5 = p.s5 ++ adv.s5
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} ;
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@@ -27,15 +33,17 @@ interface DemRes = open Prelude, Resource in {
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mkDemType : Type -> Type = \t -> t ** Pointing ;
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Demonstrative : Type = mkDemType NP ;
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MultiSentence : Type = mkDemType {s : MSForm => Str} ;
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MultiQuestion : Type = mkDemType SS ;
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DemAdverb : Type = mkDemType Adv ;
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MultiSentence : Type = mkDemType {s : MSForm => Str} ;
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MultiQuestion : Type = mkDemType {s : Bool => Str} ;
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MultiImperative : Type = mkDemType {s : Bool => Str} ;
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Demonstrative : Type = mkDemType NP ;
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DemAdverb : Type = mkDemType Adv ;
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addDAdv : Adv -> Pointing -> DemAdverb -> DemAdverb = \a,p,d ->
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{s = a.s ++ d.s ; s5 = p.s5 ++ d.s5 ; lock_Adv = a.lock_Adv} ;
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param
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MSForm = MInd | MQuest ;
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MSForm = MInd Bool | MQuest Bool ;
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}
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@@ -1,27 +1,35 @@
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abstract Demonstrative = Categories ** {
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cat
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MS ;
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MQ ;
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Dem ;
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DAdv ;
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Point ;
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MS ; -- multimodal sentence or question
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MQS ; -- multimodal wh question
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MImp ; -- multimodal imperative
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DNP ; -- demonstrative noun phrase
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DAdv ; -- demonstrative adverbial
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Point ; -- pointing gesture
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fun
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MkPoint : String -> Point ;
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DemV : V -> Dem -> DAdv -> MS ;
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DemV2 : V2 -> Dem -> Dem -> DAdv -> MS ;
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ModDemV : VV -> V -> Dem -> DAdv -> MS ;
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ModDemV2 : VV -> V2 -> Dem -> Dem -> DAdv -> MS ;
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DemV : V -> DNP -> DAdv -> MS ; -- this flies (here)
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DemV2 : V2 -> DNP -> DNP -> DAdv -> MS ; -- this takes that
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ModDemV : VV -> V -> DNP -> DAdv -> MS ; -- this wants to fly
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ModDemV2 : VV -> V2 -> DNP -> DNP -> DAdv -> MS ; -- this wants to take that
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QDemV : V -> IP -> DAdv -> MQ ;
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QDemV2 : V2 -> IP -> Dem -> DAdv -> MQ ;
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ImpDemV : V -> DAdv -> MImp ; -- fly (here)
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ImpDemV2 : V2 -> DNP -> DAdv -> MImp ; -- take that
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this_Dem : Point -> Dem ;
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that_Dem : Point -> Dem ;
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thisDet_Dem : Point -> CN -> Dem ;
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thatDet_Dem : Point -> CN -> Dem ;
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QDemV : V -> IP -> DAdv -> MQS ; -- who flies (here)
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QDemV2 : V2 -> IP -> DNP -> DAdv -> MQS ; -- who takes that
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QDemSlashV2 : V2 -> DNP -> IP -> DAdv -> MQS ; -- whom does that take
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QModDemV : VV -> V -> IP -> DAdv -> MQS ; -- who wants to fly (here)
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QModDemV2 : VV -> V2 -> IP -> DNP -> DAdv -> MQS ; -- who wants to take that
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QModDemSlashV2 : VV -> V2 -> DNP -> IP -> DAdv -> MQS ; -- whom does that want to take
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this_DNP : Point -> DNP ;
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that_DNP : Point -> DNP ;
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thisDet_DNP : Point -> CN -> DNP ;
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thatDet_DNP : Point -> CN -> DNP ;
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here_DAdv : Point -> DAdv -> DAdv ;
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here7from_DAdv : Point -> DAdv -> DAdv ;
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@@ -4,10 +4,11 @@ incomplete concrete DemonstrativeI of Demonstrative =
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open Prelude, Resource, Basic, DemRes in {
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lincat
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MS = MultiSentence ;
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MQ = MultiQuestion ;
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Dem = Demonstrative ;
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DAdv = DemAdverb ;
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MS = MultiSentence ;
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MQS = MultiQuestion ;
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MImp = MultiImperative ;
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DNP = Demonstrative ;
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DAdv = DemAdverb ;
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Point = Pointing ;
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lin
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@@ -26,12 +27,13 @@ incomplete concrete DemonstrativeI of Demonstrative =
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mkDemQ (QPredV ip verb) adv noPointing ;
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QDemV2 verb ip ob adv =
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mkDemQ (QPredV2 ip verb ob) adv ob ;
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QDemSlashV2 verb su ip adv =
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mkDemQ (IntSlash ip (SlashV2 su verb)) adv su ;
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this_Dem p = this_NP ** p ;
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that_Dem p = this_NP ** p ;
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thisDet_Dem p cn = DetNP this_Det cn ** p ;
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thatDet_Dem p cn = DetNP that_Det cn ** p ;
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this_DNP p = this_NP ** p ;
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that_DNP p = this_NP ** p ;
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thisDet_DNP p cn = DetNP this_Det cn ** p ;
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thatDet_DNP p cn = DetNP that_Det cn ** p ;
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here_DAdv p = addDAdv here_Adv p ;
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here7from_DAdv p = addDAdv here7from_Adv p ;
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@@ -15,11 +15,11 @@ abstract Multimodal =
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-- Interface to $Demonstrative$.
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DemNP : NP -> Dem ;
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DemAdv : Adv -> DAdv -> DAdv ;
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SentMS : MS -> Phr ;
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QuestMS : MS -> Phr ;
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QuestMQ : MQ -> Phr ;
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DemNP : NP -> DNP ;
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DemAdv : Adv -> DAdv -> DAdv ;
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SentMS : Pol -> MS -> Phr ;
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QuestMS : Pol -> MS -> Phr ;
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QuestMQS : Pol -> MQS -> Phr ;
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-- Mount $Time$.
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@@ -4,9 +4,9 @@ incomplete concrete MultimodalI of Multimodal =
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lin
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DemNP np = np ** {s5 = [] ; lock_NP = <>} ;
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DemAdv adv = addDAdv (adv ** {lock_Adv = <>}) {s5 = []} ;
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SentMS ms = {s = ms.s ! MInd ++ ";" ++ ms.s5} ;
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QuestMS ms = {s = ms.s ! MQuest ++ ";" ++ ms.s5} ;
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QuestMQ ms = {s = ms.s ++ ";" ++ ms.s5} ;
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SentMS p ms = {s = p.s ++ ms.s ! MInd (p.p) ++ ";" ++ ms.s5} ;
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QuestMS p ms = {s = p.s ++ ms.s ! MQuest (p.p) ++ ";" ++ ms.s5} ;
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QuestMQS p ms = {s = p.s ++ ms.s ! p.p ++ ";" ++ ms.s5} ;
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AdvDate = AdvDate ;
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AdvTime = AdvTime ;
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@@ -129,7 +129,7 @@ oper
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oper
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PNm : Type = {s : Case => Str ; h1 : Gender} ;
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Adv : Type = {s : Degree => Str} ;
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--- Adv : Type = {s : Degree => Str} ;
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AdvInv : Type = {s : Str} ;
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Interj : Type = {s : Str} ;
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9
lib/resource/swedish/DemResSwe.gf
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9
lib/resource/swedish/DemResSwe.gf
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@@ -0,0 +1,9 @@
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instance DemResSwe of DemRes = open Prelude, ResourceSwe, SyntaxSwe in {
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oper
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msS : S -> Str = \x -> x.s ! Main ;
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msQS : QS -> Str = \x -> x.s ! DirQ ;
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msImp : Imp -> Str = \x -> x.s ! Sg ;
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} ;
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7
lib/resource/swedish/DemonstrativeSwe.gf
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7
lib/resource/swedish/DemonstrativeSwe.gf
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@@ -0,0 +1,7 @@
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--# -path=.:../abstract:../scandinavian:../../prelude
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concrete DemonstrativeSwe of Demonstrative =
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CategoriesSwe ** DemonstrativeI with
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(Resource = ResourceSwe),
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(Basic = BasicSwe),
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(DemRes = DemResSwe) ;
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8
lib/resource/swedish/MultimodalSwe.gf
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8
lib/resource/swedish/MultimodalSwe.gf
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@@ -0,0 +1,8 @@
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--# -path=.:../abstract:../scandinavian:../../prelude
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concrete MultimodalSwe of Multimodal =
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RulesSwe, StructuralSwe, BasicSwe, TimeSwe, DemonstrativeSwe ** MultimodalI with
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(Resource = ResourceSwe),
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(Basic = BasicSwe),
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(Lang = LangSwe),
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(DemRes = DemResSwe) ;
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