; Merkmalschablonen Let V be [cat: V fs:[copula: !- fin:!+]]. Let np/ap/pp be {[subcat: [arg1:[cat: !NP]]] [subcat: [arg1:[cat: !AP]]] [subcat: [arg1:[cat: !PP]]]}. Let np/ap be {[subcat: [arg1:[cat:NP]]] [subcat: [arg1:[cat:AP]]]}. Let Vi be V [subcat: [arg1:0 arg2:0]]. Let Vt be V [subcat: [arg1:[cat:NP] arg2:0]]. Let Vtp be V [subcat: [arg1:[cat:NP] arg2:[cat:PP]]]. Let Vt2 be V [subcat: [arg1:[cat:NP] arg2:[cat:NP]]]. Let Vp be V [subcat: [arg1:[cat:PP] arg2:0]]. Let Vc be V np/ap/pp [fs: [copula: +] subcat: [arg2:0]]. Let Vcomp be V [subcat: [arg1:[cat:CP] arg2:0]]. Let Vtcomp be V [subcat: [arg1:[cat:NP] arg2: [cat:CP]]]. Let Vto be V [subcat: [arg1:[cat:VP] vform:to]]. Let Vnto be V [subcat: [arg1:[cat:NP] arg2:[cat:VP] vform:to]]. ;Let Vaci be V [subcat: [arg1:[cat:S] vform:to]]. Let Vaux be V [subcat: [arg1:[cat:VP]]]. Let Vm be Vaux [fs: [fin:+] subcat: [vform: bare]]. Let Vdo be Vaux [subcat: [vform: bare]]. Let Vprog be Vaux [subcat: [vform: prog]]. Let Vpass be Vaux [subcat: [vform: pass]]. Let Vperf be Vaux [subcat: [vform: perf]]. Let Vbe be {[Vprog] [Vpass]}. Let N be [fs: [num: !sg pers: 3]]. Let Name be [fs: [num: !sg pers: 3]]. Let sg be [fs: [num: sg]]. Let pl be [fs: [num: pl]]. Let sg/pl be [fs: {[num: sg] [num: pl]}]. Let 1sg be sg [fs: [pers: 1]]. Let 2sg be sg [fs: [pers: 2]]. Let 3sg be sg [fs: [pers: 3]]. Let 1pl be pl [fs: [pers: 1]]. Let 2pl be pl [fs: [pers: 2]]. Let 3pl be pl [fs: [pers: 3]]. Let 2sg/pl be {[2sg] [pl]}. Let 1sg/2sg/pl be {[1sg] [2sg] [pl]}. Let 1sg/3sg be {[1sg] [3sg]}. Let 2per be sg/pl [pers: 2]. Let PRES be [fs: [fin: + vform: pres]]. Let ing be [fs: [fin: - vform: prog]]. Let ed1 be [fs: [fin: + vform: past]]. Let ed2 be [fs: [fin: - vform: perf]]. Let ed be {[ed1][ed2]} Let 3sg-pres be [fs: [fin: + vform: pres num: sg pers: 3]]. Let bare be [fs: [fin:- vform: bare]]. Let PRESENT be 1sg/2sg/pl PRES. Let base be {[PRESENT][bare]}. Let Det be [fs: [num: !sg]]. Let decl be = declarative. Let int be = interrogative. Parameter: Attribute Order is cat mood subj spec adj1 pred fin vform tense obj adj2. Rule {Satz} S -> NP VP: = = !declarative = = + = = . Rule {CP} CP -> C S: = = . Rule {NP mit N} NP -> Det (AP) N (PP) / Name / Pron: = = = = = = = . Rule {AP} AP -> (Adv) A: = = . Rule {PP} PP -> P NP: =

= . ;Rule {VP mit Adjunkt (z.B. Instrumentalphrasen)} ; VP -> VP_1 PP: ; = ; = . Rule {VP intransitiv} VP -> V: = 0 = . Rule {VP transitiv} VP -> V NP: = = = . Rule {VP bitransitiv} VP -> V NP_1 NP_2: = = = = = . Rule {VP transitiv mit PObj} VP -> V NP PP: = = = = = . Rule {VP mit PObj} VP -> V PP: = = - = = . Rule {VP Kopula} VP -> V X: = = + = = . Rule {VP comp} VP -> V CP: = = = . Rule {VP transitiv mit Komplement} VP -> V NP CP: = = = = = . Rule {VP mit xcomp} VP -> V VP_1: = = = = - = .