-- AdjectiveMlt.gf: adjectives -- -- Maltese GF Resource Grammar -- John J. Camilleri 2011 -- 2013 -- Licensed under LGPL concrete AdjectiveMlt of Adjective = CatMlt ** open ResMlt, Prelude in { flags coding=utf8 ; lin -- A -> AP -- warm PositA a = { s = \\gn => a.s ! (APosit gn) ; isPre = False } ; -- A -> NP -> AP -- warmer than I ComparA a np = { s = \\gn => case a.hasComp of { True => a.s ! ACompar ; _ => compMore ++ a.s ! (APosit gn) } ++ conjThan ++ np.s ! NPNom ; isPre = False } ; -- A -> AP -- warmer UseComparA a = { s = \\gn => case a.hasComp of { True => a.s ! ACompar ; _ => compMore ++ a.s ! (APosit gn) } ; isPre = False } ; -- Ord -> AP -- warmest --- Should be: L-IKTAR ĦOBŻA SĦUNA AdjOrd ord = { s = \\gn => ord.s ! NumNom ; isPre = True } ; -- CAdv -> AP -> NP -> AP -- as cool as John CAdvAP cadv ap np = { s = \\gn => cadv.s ++ ap.s ! gn ++ cadv.p ++ np.s ! NPNom ; isPre = False } ; -- A2 -> NP -> AP -- married to her ComplA2 a2 np = { s = \\gn => a2.s ! APosit gn ++ a2.c2.s ! Definite ++ np.s ! NPAcc ; isPre = False } ; -- A2 -> AP -- married to itself ReflA2 a2 = { s = \\gn => a2.s ! APosit gn ++ a2.c2.s ! Definite ++ prep_lil.enclitic ! (toAgr gn) ++ reflPron ! (toVAgr gn) ; isPre = False } ; -- AP -> SC -> AP -- good that she is here SentAP ap sc = { s = \\gn => ap.s ! gn ++ sc.s ; isPre = False } ; -- AdA -> AP -> AP -- very warm AdAP ada ap = { s = \\gn => ap.s ! gn ++ ada.s ; isPre = ap.isPre } ; -- A2 -> AP -- married UseA2 a2 = { s = \\gn => a2.s ! APosit gn ; isPre = True } ; -- AP -> Adv -> AP -- warm by nature AdvAP ap adv = { s = \\gn => ap.s ! gn ++ adv.s ; isPre = False } ; oper compMore : Str = "iktar" ; compLess : Str = "inqas" ; conjThan : Str = "minn" ; }