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add lexical entries
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ja/semantic_templates_ja_event.yaml

Lines changed: 20 additions & 3 deletions
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@@ -30,7 +30,7 @@
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# S\NP\NP \Q1 Q2 C1 C2 C3 K. exists v. Q2(\I.I, \y.Q1(\I.I, \x.exists v.(K(E,v) & C1(x,v,Nom) & C2(y,v,Acc)))) : NP* -> NP* -> S*
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# S\NP\NP\NP \Q1 Q2 Q3 C1 C2 C3 K. exists v. Q3(\I.I,\z.Q2(\I.I, \y.Q1(\I.I, \x.exists v.(K(E,v) & C1(x,v,Nom)
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# & C2(y,v,Acc) & C3(z,v,Dat))))) : NP* -> NP* -> NP* -> S*
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# S/S \S C1 C2 C3 K. S(C1,C2,C3,\J v1.K(\v2.(J(v2) & E(v2)),v1) : S* -> S* (extensional modification)
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# S/S \S C1 C2 C3 K. S(C1,C2,C3,\J v1.K(\v2.(J(v2) & E(v2)),v1)) : S* -> S* (extensional modification)
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# S/S \S C1 C2 C3 K. S(C1,C2,C3,\J v.K(E(J),v)) : S* -> S* (intensional modification)
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# NP/NP \Q N F. Q(\G x. N(\y.(E(y) & G(y)),x), F) : NP* -> NP* (extensional modification)
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# NP/NP \Q N F. Q(\G x. N(E(G),x), F) : NP* -> NP* (intensional modification)
@@ -389,7 +389,7 @@
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coq_type: Event -> Prop
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- category: S\NP[case=to]
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semantics: \E Q C1 C2 C3 K. exists v.(K(E,v) & AccI(v,Q(\x.True, \x.True)))
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semantics: \E Q C1 C2 C3 K. exists v.(K(E,v) & AccI(v,Q(\I.I, \x.True)))
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coq_type: Event -> Prop
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- category: (S\NP)\NP
@@ -436,11 +436,16 @@
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semantics: \E Q1 Q2 Q3 C1 C2 C3 K. (Q3(\I.I, \x3.Q2(\I.I, \x2.Q1(\I.I, \x1.exists v.(K(E,v) & C1(x1,v,Acc) & C2(x2,v,Dat) & C3(x3,v,Nom))))))
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coq_type: Event -> Prop
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# Templates for particles
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- category: (NP/NP)\S
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semantics: \E S Q N F. Q(\G.N(\x.(G(x) & S(\x v T.(T(v) = x),\x v T.(T(v) = x),\x v T.(T(v) = x),\J v.(J(v) & (Nom(v) = x))))),F)
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- category: NP\S
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semantics: \E S N F. exists x. (N(\x.S(\x v T.(T(v) = x),\x v T.(T(v) = x),\x v T.(T(v) = x),\J v.(J(v) & (Nom(v) = x))),x) & F(x))
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- category: (S/S)\(S/S)
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semantics: \E M S C1 C2 C3 K. M(S,C1,C2,C3,\J v1.K(\v2.(J(v2)),v1))
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##### Lexical entries #####
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@@ -769,10 +774,18 @@
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semantics: \E S C1 C2 C3 K. S(C1,C2,C3,K)
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base:
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- category: S\S
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semantics: \E S C1 C2 C3 K. S(C1,C2,C3,K)
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base: ます
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- category: S\S
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semantics: \E S C1 C2 C3 K. -S(C1,C2,C3,K)
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base: ない
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- category: S\S
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semantics: \E S C1 C2 C3 K. -S(C1,C2,C3,K)
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base:
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- category: S
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semantics: \E C1 C2 C3 K. exists v.K(E,v)
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coq_type: Event -> Prop
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semantics: \E S C1 C2 C3 K. S(C1,C2,C3,\J v1.K(\v2.(J(v2) & E(v2)),v1))
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base: せる
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- category: S\S
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semantics: \E S C1 C2 C3 K. E(S(C1,C2,C3,K))
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base: たい
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# Punctuation
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- category: (NP/NP)\(NP/NP)
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semantics: \E X. X

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