forked from GitHub/gf-core
example with computer terminology from the Wikipedia
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153
examples/computer/ComputerSwe.gf
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153
examples/computer/ComputerSwe.gf
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--# -path=.:alltenses
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concrete ComputerSwe of Computer = DatorSwe, NumeralSwe, GrammarSwe [
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-- used to be the "mini" resource of GF book, chapter 9, but now larger
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-- cat
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S, -- sentence
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Cl, -- clause
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NP, -- noun phrase
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VP, -- verb phrase
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AP, -- adjectival phrase
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CN, -- common noun
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Det, -- determiner
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N, -- noun
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A, -- adjective
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V, -- verb (one-place, intransitive)
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V2, -- two-place verb (two-place, transitive or prepositional)
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AdA, -- ad-adjective
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Tense, -- tense
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Pol, -- polarity
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Conj, -- conjunction
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Pron, -- pronoun
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Numeral,
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-- fun
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UseCl , -- Tense -> Pol -> Cl -> S,
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PredVP , -- NP -> VP -> Cl,
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--- ComplV2, -- V2 -> NP -> VP,
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DetCN , -- Det -> CN -> NP,
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UsePron,
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--- ModCN , -- AP -> CN -> CN,
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--- CompAP , -- AP -> VP,
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AdAP , -- AdA -> AP -> AP,
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--- ConjS , -- Conj -> S -> S -> S,
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--- ConjAP , -- Conj -> AP -> AP -> AP,
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--- ConjNP , -- Conj -> NP -> NP -> NP,
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UseV , -- V -> VP,
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UseN , -- N -> CN,
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PositA, -- A -> AP,
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--- a_Det, the_Det,
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every_Det, -- Det,
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--- this_Det, these_Det, -- Det,
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--- that_Det, those_Det, -- Det,
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i_Pron, youSg_Pron, he_Pron, she_Pron, we_Pron, youPl_Pron, they_Pron, -- NP,
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very_AdA, -- AdA,
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TTAnt, -- Tense -> Ant -> Temp ;
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PPos, PNeg, -- Pol,
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TPres, TPast, TFut, TCond, -- Tense,
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STense, SCond, SFut, SPast, SPres, -- scand tense
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ASimul, AAnter,
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and_Conj, or_Conj, -- Conj,
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-- extension of the mini grammar
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-- cat
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Text, -- text (with punctuation) e.g. "Who knows it?"
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Utt, -- utterance (sentence or question) e.g. "does she walk"
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QS, -- question (fixed tense) e.g. "who doesn't walk"
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QCl, -- question clause (variable tense) e.g. "who walks"
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ClSlash, -- clause missing noun phrase e.g. "she walks with"
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Adv, -- adverb e.g. "here"
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Prep, -- preposition (and/or case) e.g. "with"
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VS, -- sentence-complement verb e.g. "know"
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VQ, -- question-complement verb e.g. "wonder"
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VV, -- verb-phrase-complement verb e.g. "want"
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IP, -- interrogative pronoun e.g. "who"
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PN, -- proper name e.g. "John"
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Subj, -- subjunction e.g. "because"
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IAdv, -- interrogative adverb e.g. "why"
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ListAP,
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ListNP,
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ListS,
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Temp,
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Comp,
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Ant,
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Imp, Bool, True, False, Voc,
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-- fun
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UttS , -- S -> Utt,
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UttQS, -- QS -> Utt,
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UseQCl, -- Tense -> Pol -> QCl -> QS,
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QuestCl , -- Cl -> QCl, -- does she walk
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QuestVP , -- IP -> VP -> QCl, -- who walks
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QuestSlash, -- IP -> ClSlash -> QCl, -- who does she walk with
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QuestIAdv , -- IAdv -> Cl -> QCl, -- why does she walk
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SubjCl, -- Cl -> Subj -> S -> Cl, -- she walks because we run
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PrepNP , -- Prep -> NP -> Adv, -- in the house
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ComplVS, -- VS -> S -> VP, -- know that she walks
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ComplVQ, -- VQ -> QS -> VP, -- wonder who walks
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ComplVV, -- VV -> VP -> VP, -- want to walk
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--- SlashV2 , -- NP -> V2 -> ClSlash, -- she loves
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--- SlashPrep, -- Cl -> Prep -> ClSlash, -- she walks with
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AdvVP, -- VP -> Adv -> VP, -- walk in the city
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UsePN, -- PN -> NP, -- John
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--- AdvNP, -- NP -> Adv -> NP, -- the man in the city
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whoSg_IP , -- IP,
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here_Adv, -- Adv,
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by_Prep, in_Prep, of_Prep, with_Prep, -- Prep,
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can_VV, must_VV, want_VV, -- VV,
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although_Subj, because_Subj, when_Subj, if_Subj, -- Subj,
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when_IAdv, where_IAdv, why_IAdv-- IAdv,
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] ** open SyntaxSwe, (S = SyntaxSwe) in {
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-- functions with different type
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lin
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TextS s = mkText (lin S s) ;
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TextQS qs = mkText (lin QS qs) ;
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TextImp vp = mkText (mkImp (lin VP vp)) ;
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ComplV2 v np = mkVP v np ;
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ModCN ap cn = lin CN (mkCN <lin AP ap : AP> <lin CN cn : CN>) ;
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CompAP ap = mkVP (lin AP ap) ;
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ConjS co x y = mkS (lin Conj co) (lin S x) (lin S y) ;
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ConjAP co x y = mkAP co x y ;
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ConjNP co x y = mkNP co x y ;
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a_Det = mkDet a_Quant ;
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the_Det = mkDet the_Quant ;
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aPl_Det = mkDet a_Quant plNum ;
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thePl_Det = mkDet the_Quant plNum ;
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this_Det = S.this_Det ;
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these_Det = S.these_Det ;
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that_Det = S.that_Det ;
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those_Det = S.those_Det ;
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possDet p = S.mkDet <p : Pron> ;
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numeralDet n = S.mkDet <n : Numeral> ;
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SubjS subj a b = mkS (S.mkAdv <subj : Subj> <a : S>) b ;
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CompAdv p pp = mkVP (S.mkAdv <p : Prep> <pp : NP>) ;
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SlashV2 np v2 = mkClSlash np v2 ;
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SlashPrep cl p = mkClSlash (lin Cl cl) <p : Prep> ;
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AdvCN cn p pp = mkCN <lin CN cn : CN> (mkAdv <p : Prep> <pp : NP>) ;
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}
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