adjectives-affixes
Contents:
- Adjective affixes
- LEXICON PRED_S
- LEXICON PRED_0
- LEXICON PRED_H
- LEXICON PRED_NE_ODD
- LEXICON PRED_N - GENITIV
- LEXICON e_E_EVEN
- LEXICON e_E_EVENNOCOMP1
- LEXICON a_A_EVEN1
- LEXICON as_AS_EVEN1 ! Disse har opprinnelig vært as_a_EVEN_adjektiv
- LEXICON ie_IE_EVEN1
- LEXICON ie_IE_EVENNOCOMP
- LEXICON es_ES_EVEN
- BÅERIES LEXICON BAERIES
- ÅEHPIES LEXICON ÅEHPIES
- GEAREHKE LEXICON GIERIES
- BUERIE LEXICON BUERIE_UMLAUT_IE_STAMME
- LEXICON ihks_IHKS_igs_IGS_EVENNOCOMP
- LEXICON ihks_IHKS_igs_IGS_EVENNOCOMP
- LEXICON e_ES_EVENNOCOMP2
- LEXICON ODDEVEN2
- LEXICON es_E_EVEN3
- LEXICON as_oes_A_OE_EVEN3
- LEXICON oeh_ah_OE_A_EVEN3
- LEXICON ies_IE_EVEN3
- LEXICON ies_IE_EVEN3NOCOMP
- UMLAUT LEXICON asATTR_anADVERB
- UMLAUT LEXICON oesATTR
- LEXICON MAST
- IJVE_LOAN_ADJ LEXICON IJVEadj
- LEXICON JELLE
- LEXICON UELLE
Adjective affixes
This is one of two parallel files containing adjective affixes.
LEXICON PRED_S
+Sg+Nom:%>s FINAL1 ;
LEXICON PRED_0
+Sg+Nom: FINAL1 ;
LEXICON PRED_H
+Sg+Nom:%>h FINAL1 ;
denne skal også ut ! - --> intersatn om dette er en norsk suffiks egentlig?
LEXICON PRED_NE_ODD
+Sg+Nom:%>ne FINAL1 ; :n ODDCASEOBL ; :n ODDCOMP ;
LEXICON PRED_N - GENITIV
+Sg+Nom:%>n FINAL1 ;
LEXICON e_E_EVEN
:e ATTR_0 ; :e PRED_0 ; +Sg: NIEJTESGOBL ; +Pl: NIEJTE_PL ; NIEJTEREST ; :e EVENCOMP ;
LEXICON e_E_EVENNOCOMP1
:e ATTR_0 ; :e PRED_0 ; +Sg: NIEJTESGOBL ; ! +Sg: NIEJTESGOBL ; +Pl: NIEJTE_PL ; NIEJTEREST ;
LEXICON a_A_EVEN1
:a ATTR_0 ; +Sg: MAANASGNOM ; MAANAOBL ; :a EVENCOMP ;
LEXICON as_AS_EVEN1 ! Disse har opprinnelig vært as_a_EVEN_adjektiv
:a ATTR_S ; +Sg+Nom:as FINAL1 ; +Cmp/SgNom:as R ;
LEXICON ie_IE_EVEN1
:ie ATTR_0 ; N_IE_FORMS ; :ie EVENCOMP ;
LEXICON ie_IE_EVENNOCOMP
:ie ATTR_0 ; N_IE_FORMS ;
The a_A_EVEN1_NOCOMP lexicon is used for adjectives on –ie and –ie In attributes and predicatives. With EVEN-COMP.
:a ATTR_0 ;
LEXICON es_ES_EVEN
:e ATTR_S ; :e PRED_S ; :e EVENCOMP ;
The es_ES_EVENNOCOMP1 lexicon is used for adjectives on –es and –es In attributes and predicatives. With EVEN-NOCOMP.
:e ATTR_S ; :e PRED_S ; :es ODDCASEOBL ;
The ies_IES_EVEN1 lexicon is used for adjectives on –ies and –ies In attributes and predicatives. With EVEN-COMP.
ies_IES_EVENNOCOMP1 ; :ie EVENCOMP ;
The ies_IES_EVENNOCOMP1 lexicon is used for adjectives on –ies and –ies In attributes and predicatives. With EVEN-NOCOMP.
:ie ATTR_S ; :ie PRED_S ;
adjectives examples:
-
gööktengïeleh: guektiengïeleh+A+Attr
-
göökten-gïeleh: guektiengïeleh+A+Attr
-
guektiengïeleh: guektiengïeleh+A+Attr
-
guektien-gïeleh: guektiengïeleh+A+Attr
-
gööktengïeleh: guektiengïeleh+A+Sg+Nom
-
gööktengïelege: guektiengïeleh+A+Sg+Nom
-
göökten-gïeleh: guektiengïeleh+A+Sg+Nom
-
göökten-gïelege: guektiengïeleh+A+Sg+Nom
-
guektiengïeleh: guektiengïeleh+A+Sg+Nom
-
guektiengïelege: guektiengïeleh+A+Sg+Nom
-
guektien-gïeleh: guektiengïeleh+A+Sg+Nom
- guektien-gïelege: guektiengïeleh+A+Sg+Nom
BÅERIES LEXICON BAERIES
:båerie ATTR_S ; :båerie PRED_S ; :båaras ODDCOMP ;
ÅEHPIES LEXICON ÅEHPIES
GEAREHKE LEXICON GIERIES
:gierie ATTR_S ; :gearahk ODDCASE ; :gearahk ODDCOMP ; +Use/NG:gearahtj ODDCOMP ; +Use/NG:gearahg ODDCOMP ;
BUERIE LEXICON BUERIE_UMLAUT_IE_STAMME
:buer ie_IE_EVENNOCOMP ; :buerie EVENCOMPONLY ; :bööre MES ; :buerie DIMCOMP ;
UMLAUT 3 = e(3)-stamme = Unødvendig lexicon
UMLAUT 3 = e(3)-stamme
LEXICON ihks_IHKS_igs_IGS_EVENNOCOMP
adjectives examples:
-
isvelihks: isvelihks+A+Attr
-
isveligs: isvelihks+A+Attr
-
isvelihks: isvelihks+A+Sg+Nom
- isveligs: isvelihks+A+Sg+Nom
-
isvelihke: isvelihks+A+Sg+Nom
-
isveligke: isvelihks+A+Sg+Nom
-
isveligie: isvelihks+A+Sg+Nom
-
isveligke: isveligke+Adv
- isvelihke: isvelihke+Adv
+Use/NG:ihk%>s ATTRCONT ; :ig ATTR_S ; +Err/Orth:igks ATTR_H ; onterligksh +Sg+Nom+Use/NG:ihk%>s FINAL1 ; +Sg+Nom+Use/NG:ig%>s FINAL1 ; :ihk X_NIEJTE ; +Use/NG:igk X_NIEJTE ; +Use/NG:ig N_IE_FORMS ;
LEXICON ihks_IHKS_igs_IGS_EVENNOCOMP
LEXICON e_ES_EVENNOCOMP2
adjectives examples:
-
jaame: jaame+A+Attr
- jaames: jaame+A+Sg+Nom
:e ATTR_0 ; :e PRED_S ; eCASEOBL ;
: e ATTR_0 ;
: e ATTR_0 ;
: e ATTR_0 ;
: e ATTR_0 ;
: e PRED_S ;
+Err/Attr: e ATTR_S ;
LEXICON ODDEVEN2
:es ODDCASEOBL ; :e EVENCOMP ; +Cmp/SgNom:es R ; +Use/NG:es ODDCOMP ; ! trond test, utkommentert gjev Total passes: 1140, Total fails: 61, Total: 1201
LEXICON es_E_EVEN3
:e ATTR_S ; :e EVENCOMP ;
LEXICON as_oes_A_OE_EVEN3
+Use/NG:a ATTR_S ; :oe ATTR_S ; :oe EVENCOMP_oe ; +Use/NG:a EVENCOMP ;
LEXICON oeh_ah_OE_A_EVEN3
:oe ATTR_H ; +Use/NG:a ATTR_H ; N_OE ; +Use/NG: MAANA ; :oe EVENCOMP_oe ; +Use/NG:e EVENCOMP ;
LEXICON ies_IE_EVEN3
:ie ATTR_S ; N_IE_FORMS ; :ie EVENCOMP ;
LEXICON ies_IE_EVEN3NOCOMP
:ie ATTR_S ; N_IE_FORMS ;
UMLAUT LEXICON asATTR_anADVERB
+A:a ATTR_S ;
UMLAUT LEXICON oesATTR
+A:oe ATTR_S ; +A: N_OE_OBL ;
+A:oe ATTR_H ;
+A:oe ATTR_H ;
LEXICON MAST
ATTR_S ; +Use/NG:e ATTR_S ; +Use/NG: ATTR_H ; +Use/NG:e ATTR_N ; :e PRED_N ;
IJVE_LOAN_ADJ LEXICON IJVEadj
:ijv e_E_EVEN ; +Use/NG:ïjv e_E_EVEN ; +Err/Orth:iv e_E_EVEN ;
LEXICON JELLE
+Err/Orth:^ell e_ES_LOAN ; :jell e_ES_LOAN ;
LEXICON UELLE
:^ell e_ES_LOAN ; +Err/Orth:vell e_ES_LOAN ;
- LEXICON s_H_EVENNOCOMP
: ijl e_E_EVEN ;