adjectives-oahpa-affixes

This is one of two parallel files containing adjective affixes. The files represent two alternative interpretation of the same data (South Saami adjectives). This file is used for dictionary and icall applications, the alternative file adjectives.lexc is used for spellchecking. This file is compiled by in langs/sma giving the command .configure --with-oahpa before compiling. The other file (adjectives.lexc) is compiled by default.

Basic adjectival lexica, infl types

even stems

Lexical exceptions

• LEXICON A_LDH

• LEXICON NOERE

• LEXICON BUERIE

• LEXICON LEEVLES

• LEXICON SOOKES

• LEXICON SOOJMES

• LEXICON SMAAVE , both smaave and plaave

• LEXICON SNAARE

• LEXICON ORRE

• LEXICON STOERE

• LEXICON STOERE_COMP

• LEXICON NAAKE

• LEXICON GISSE

• LEXICON GAMTE

• LEXICON GIEVTE

• LEXICON KRUANA

• LEXICON VEELKES

• LEXICON ROOPSES

• LEXICON SNEEHPES burde GEEHPES -> SNEEHPES ? ikke dokumentert geehpebe. s_S_ODD bort?

• LEXICON GEEHPES

• LEXICON GEERVE

• LEXICON TJOEVKES

• LEXICON SAETNIES

• LEXICON SUVHTJIES

• LEXICON SAEBRIES

• LEXICON MUJVIES

• LEXICON STAERIES

• LEXICON GIERIES

• LEXICON BAERIES

• LEXICON GÆHTJOES

• LEXICON AAREH

• LEXICON MOOREH

Regular even stem types

• LEXICON EVTEBE

• LEXICON ATTR_EVEN

• LEXICON ATTR_ODD

• LEXICON ø_Ø_EVEN

• LEXICON IJVEadj

• LEXICON LES Should contain only loanwords (?)

• LEXICON IJAALE_A_LOAN

• LEXICON AATE_adj_LOAN

• LEXICON AALE

• LEXICON AALEFORMS

• LEXICON oe_OE_EVEN

• LEXICON e_E_EVEN

• LEXICON a_A_EVEN

• LEXICON ie_IE_EVEN

• LEXICON es_ES_EVEN

• LEXICON ies_IES_EVEN

• LEXICON Cs_CS_EVEN

• LEXICON ihks_IHKS_EVENNOCOMP

• LEXICON RAARH Attr= h, Comp =Even( Jïjtje-raarh)

• LEXICON MAST

type 2

• LEXICON JELLE

• LEXICON UELLE

• LEXICON e_ES_LOAN LOAN - fjerna comp LA - vi kan vurdere om noen av disse bør ha komp.

• LEXICON ÆRE LOAN

• LEXICON ENTE LOAN

• LEXICON LES_LASSE_ie derivasjon av verb

• LEXICON LES_LASSE_NOM_ie

• LEXICON LES_LASSE_OBL_ie

• LEXICON e_ES_EVEN

• LEXICON e_ES_ODDEVEN

• LEXICON es_E_EVEN

• LEXICON en_E_EVEN

• LEXICON as_A_EVEN attr= s, pred= e, comp=EVEN(ebe,emes), Case/Substantvien hammoe= EVEN

• LEXICON oes_OE_EVEN attr= s, pred= Ø, Comp= EVEN(ebe, emes) case/substantiven hammoe= Even

• LEXICON ies_IE_EVEN attr= s, pred. = Ø, comp jih case: even (ebe/emes/esne)
• LEXICON ies_IE_EVENNOCOMP attr= s, pred. = Ø, comp jih case: even (ebe/emes/esne)

• LEXICON ies_(ehke)_IE_EHKE_ODDCOMPe_EVEN

• LEXICON ies_(ehke)_IES_EHKE_ODDCOMPe_EVEN

• LEXICON ies_(ehke)_EHKE_ODDCOMPe_EVEN

• LEXICON ies_IES_IE_EVEN Comp & case = even (ebe/emes/esne)

• LEXICON ies_IES_IE_EVENNOCOMP Attr=s, Pred. = s jih Ø, Comp jih caese= even (ebe/emes/esne)

• LEXICON as_AS_EVEN Attr=s, Pred. = s jih Ø, Comp jih caese= even (ebe/emes/esne)

• LEXICON IJLE_LOAN_A

• LEXICON s_H_EVENNOCOMP

type 0 (attr only)

• LEXICON ATTR_es_s aajtijes

type 1

• LEXICON ø_Ø_ODD

• LEXICON ah_AH_ODD XXX mangler CASE - hva er riktig - kanskje EVEN?

• LEXICON ah_AH_ODDNOCOMP

• LEXICON hth_HTH_ODD

• LEXICON Ce_CE_ODD bårreske

• LEXICON ege_EGE_ODDEVEN rudtjege

• LEXICON s_S_Ø_ODD hamhpas

• LEXICON s_E_ODD

• LEXICON as_AS_ODD

• LEXICON s_S_ODD

• LEXICON es_ES_ODDhk

• LEXICON oes_OES_ODD

• LEXICON oes_OES_ODDahk

• LEXICON oes_OES_ODDas

• LEXICON Ces_CES_ODDNOCOMP

• LEXICON les_LES_ODD

• LEXICON Cs_CS_CE_ODD

• LEXICON Cs_CS_ODD

• LEXICON hts_HTS_ODD

• LEXICON an_AN_ODDNOCOMP

type 2

• LEXICON AABELE

• LEXICON IJBELE

• LEXICON Ce_CES_ODD

• LEXICON ø_S_ODDEVEN , Comp=even jih ODD, Case= ODD

• LEXICON ø_S_ODD , Comp=even jih ODD, Case= ODD

type 3

• LEXICON JEASIEGOELKIJE

• LEXICON BÅETIJE ! bårreske

• LEXICON jes_js_JES_JS_ODD to adj: bualijes, fååmijes

• LEXICON ijes_ijs_IJE_ODD GUALIJES

• LEXICON ijes_ijs_IJE_ODDNOCOMP DÅAJMIJES

type 3

• LEXICON Cs_CE_ODD

• LEXICON Ces_CE_ODD

• LEXICON Ces_Ce_CES_CE_ODD as Ces_CES_CE_ODD, but with ATTR_0

• LEXICON Ce_Ces_CES_CE_ODD

• LEXICON Ces_CES_CE_ODD

• LEXICON hks_hke_HKS_HKE_ODD

type 4

• LEXICON as_AN_ODD

• LEXICON oes_AN_ODD

• LEXICON s_N_ODD

• LEXICON ah_AN_ODDNOCOMP

• LEXICON oeh_OEH_ODDNOCOMP

• LEXICON oeh_OEN_ODD

• LEXICON oeh_AN_ODD

• LEXICON oeh_OEH_AN_ODD

• LEXICON ø_N_ODD

• LEXICON e_AN_ODD

• LEXICON ies_EME

• LEXICON HKE_ODD_NGCOMP

• LEXICON HKE_ODD_COMP

• LEXICON GEERUVE

• LEXICON JAEDTUVES

Attribute lexica

• LEXICON ATTR_0_PRED_0

• LEXICON ATTR_0

• LEXICON ATTR_S

• LEXICON ATTR_H

• LEXICON ATTR_N

• LEXICON ATTRCONT

Predicative lexica

• LEXICON PRED_0

• LEXICON PRED_S

• LEXICON PRED_H

• LEXICON PRED_N

• LEXICON PRED_AN

• LEXICON ODDCASE

• LEXICON ije_ODDCASE

• LEXICON eCASE

• LEXICON aCASE

• LEXICON ieCASE

• LEXICON oeCASE

• LEXICON EVENCOMP

• LEXICON EVENCOMP_oe

• LEXICON ODDCOMP

• LEXICON EVENCOMPCASE

• LEXICON EVENCOMPCASE_oe

• LEXICON DIMCOMP

• LEXICON ÅBPOE

• LEXICON ÅBPOE_N_OE

• LEXICON ABPA

• LEXICON MES

• LEXICON MES_oe

• LEXICON OMMES

• LEXICON LAAKAN

• LEXICON LEEJNES