Datasets:

Modalities:
Text
Formats:
parquet
Languages:
Dutch
Libraries:
Datasets
pandas
galahad-corpus-data / statistics /clvn /clvn_pos_freqs.txt
BramVanroy's picture
Upload statistics/clvn/clvn_pos_freqs.txt with huggingface_hub
ae50b02 verified
raw
history blame
10.2 kB
NOU-C(number=sg) 3543
ADP(type=pre) 3070
PC 2584
NOU-P 1573
CONJ(type=coor) 1571
NOU-C(number=pl) 1424
ADV(type=reg) 1311
PD(type=d-p,subtype=art,position=prenom) 1279
VRB(finiteness=fin,tense=pres) 1169
AA(degree=pos,position=prenom) 1122
PD(type=pers,position=free) 922
VRB(finiteness=inf) 909
VRB(finiteness=pastpart) 877
CONJ(type=sub) 643
PD(type=poss,position=prenom) 495
476
AA(degree=pos,position=free) 390
PD(type=d-p,position=free) 384
ADV(type=pron) 358
PD(type=d-p,subtype=oth,position=prenom) 339
ADP(type=pre)+PD(type=d-p,subtype=art,position=prenom) 337
PD(type=indef,subtype=oth,position=prenom) 303
VRB(finiteness=prespart) 262
VRB(finiteness=fin,tense=past) 192
NUM(type=card,position=prenom,representation=let) 178
PD(type=indef,position=free) 170
PD(type=indef,subtype=art,position=prenom) 125
RES(type=for) 122
AA(degree=pos,position=postnom) 101
PD(type=w-p,position=free) 74
PD(type=d-p,subtype=art,position=prenom)+NOU-C(number=sg) 65
NUM(type=ord,position=prenom,representation=mix-rom) 57
PD(type=refl,position=free) 56
NUM(type=ord,position=prenom,representation=let) 54
NUM(type=card,position=prenom,representation=rom) 50
NUM(type=card,position=postnom,representation=dig) 49
NOU-P(WF=abbr) 48
NUM(type=card,position=postnom,representation=let) 48
AA(degree=pos,position=prenom,WF=abbr) 46
NUM(type=card,position=free,representation=dig) 44
AA(degree=pos,position=postnom,WF=abbr) 38
NUM(type=card,position=postnom,representation=mix-rom) 36
ADV(type=reg,WF=abbr) 31
AA(degree=sup,position=prenom) 30
NUM(type=card,position=postnom,representation=rom) 30
NUM(type=card,position=free,representation=let) 29
NUM(type=card,position=free,representation=mix-rom) 29
NUM(type=card,position=free,representation=rom) 26
PD(type=w-p,position=prenom) 26
VRB(finiteness=fin,tense=pres)+PD(type=pers,position=free) 23
RES(type=uncl) 23
ADP(type=pre)+VRB(finiteness=inf) 21
PD(type=d-p,subtype=art,position=prenom)+NOU-C(number=pl) 19
AA(degree=comp,position=prenom) 18
NOU-C(number=sg,WF=abbr) 18
CONJ(type=sub)+PD(type=pers,position=free) 15
NUM(type=ord,position=prenom,representation=dig) 14
AA(degree=comp,position=free) 13
NUM(type=card,position=prenom,representation=dig) 13
PD(type=d-p,subtype=art,position=prenom)+AA(degree=pos,position=prenom) 12
PD(type=d-p,subtype=art,position=prenom)+NUM(type=card,position=prenom,representation=let) 11
AA(degree=pos,position=prenom)+NOU-C(number=sg) 11
ADP(type=pre)+PD(type=d-p,subtype=oth,position=prenom) 10
NUM(type=ord,position=prenom,representation=mix-dig) 10
ADP(type=pre)+NOU-P 10
NUM(type=ord,position=free,representation=mix-rom) 8
PD(type=d-p,subtype=art,position=prenom)+NUM(type=ord,position=prenom,representation=let) 7
NOU-C(number=sg)+ADP(type=pre) 7
NUM(type=ord,position=free,representation=let) 7
NOU-C(number=sg,WF=abbr)+NOU-C(number=sg,WF=abbr) 6
NOU-C(number=sg,WF=trunc)+NOU-C(number=sg) 6
PD(type=d-p,subtype=art,position=prenom)+NUM(type=ord,position=free,representation=let) 6
NUM(type=ord,position=prenom,representation=rom) 5
ADP(type=pre)+NOU-C(number=sg) 5
AA(degree=sup,position=free) 5
ADP(type=pre)+PD(type=poss,position=prenom) 5
PD(type=pers,position=free,WF=abbr) 5
AA(degree=pos,position=prenom)+NOU-C(number=pl) 5
PD(type=d-p,subtype=art,position=prenom)+NOU-P 5
ADV(type=reg)+PD(type=pers,position=free) 4
AA(degree=pos,position=prenom,WF=mis) 4
NOU-C(number=sg,WF=mis) 4
ADV(type=reg)+ADV(type=reg) 4
NUM(type=ord,position=free,representation=mix-dig) 4
CONJ(type=sub)+ADV(type=reg) 4
ADP(type=pre)+PD(type=d-p,position=free) 4
ADP(type=pre)+PD(type=d-p,subtype=art,position=prenom)+NOU-C(number=sg) 4
PD(type=recip,position=free) 4
NUM(type=card,position=postnom,representation=mix-rom,WF=mis) 4
NOU-C(number=pl,WF=mis) 4
PD(type=d-p,subtype=art,position=prenom)+AA(degree=pos,position=prenom,WF=abbr) 4
ADP(type=pre)+NOU-C(number=sg)+ADV(type=reg) 3
ADV(type=reg,WF=abbr)|ADV(type=reg,WF=abbr) 3
NOU-P(WF=abbr)+NOU-P 3
NOU-C(number=pl,WF=abbr) 3
NOU-C(number=sg)+AA(degree=pos,position=postnom) 3
AA(degree=pos,position=free)+VRB(finiteness=fin,tense=pres) 3
ADP(type=pre)+PD(type=indef,subtype=oth,position=prenom) 3
NOU-C(number=pl)+AA(degree=pos,position=postnom) 3
PD(type=indef,subtype=oth,position=prenom)+AA(degree=pos,position=prenom) 3
CONJ(type=coor)+ADP(type=pre) 3
VRB(finiteness=fin,tense=pres)+ADV(type=pron) 2
VRB(finiteness=inf)+ADP(type=pre) 2
CONJ(type=sub)+ADV(type=pron) 2
ADV(type=reg,WF=mis) 2
INT 2
PD(type=indef,position=free)+PD(type=pers,position=free) 2
AA(degree=pos,position=free,WF=abbr) 2
PD(type=d-p,subtype=art,position=prenom,WF=mis) 2
CONJ(type=coor)+AA(degree=pos,position=free) 2
PD(type=pers,position=free)|PD(type=refl,position=free) 2
PD(type=d-p,position=free)+PD(type=pers,position=free) 2
PD(type=indef,subtype=oth,position=prenom)+NOU-C(number=sg) 2
NOU-C(number=pl)+ADV(type=reg) 2
NOU-C(number=sg)+PD(type=indef,subtype=art,position=prenom) 2
ADP(type=pre,WF=abbr) 2
ADP(type=pre)+PD(type=pers,position=free) 2
PD(type=poss,position=prenom)+AA(degree=pos,position=prenom) 2
CONJ(type=coor)+NOU-C(number=pl) 2
NOU-P+NOU-P 2
ADP(type=pre)+ADV(type=reg) 2
CONJ(type=coor)+ADV(type=reg) 2
NOU-C(number=sg)+CONJ(type=coor) 2
ADV(type=reg)+VRB(finiteness=pastpart) 2
ADP(type=pre)+NOU-C(number=pl) 2
VRB(finiteness=pastpart)+VRB(finiteness=fin,tense=pres) 2
CONJ(type=coor)+PD(type=w-p,position=free) 2
_ 2
VRB(finiteness=pastpart,WF=abbr)+VRB(finiteness=pastpart) 2
ADV(type=pron,WF=mis) 2
NOU-P+CONJ(type=coor) 2
VRB(finiteness=prespart)+ADP(type=pre)+PD(type=d-p,subtype=art,position=prenom) 2
NOU-C(number=pl)+PD(type=d-p,subtype=art,position=prenom) 2
NOU-C(number=pl)+VRB(finiteness=prespart) 2
CONJ(type=coor)+NOU-C(number=sg) 2
ADP(type=pre)+AA(degree=pos,position=prenom) 2
NOU-C(number=pl)+VRB(finiteness=fin,tense=pres) 2
ADP(type=pre)+PD(type=pers,position=free)+ADV(type=reg) 2
VRB(finiteness=prespart,WF=trunc)+VRB(finiteness=prespart) 2
NUM(type=card,position=postnom,representation=mix-dig) 2
ADV(type=reg)+PD(type=d-p,subtype=oth,position=prenom) 2
VRB(finiteness=fin,tense=pres)+NUM(type=card,position=prenom,representation=dig) 1
NOU-P(WF=trunc) 1
VRB(finiteness=fin,tense=past)+NOU-P 1
VRB(finiteness=pastpart,WF=abbr) 1
NOU-C(number=sg)+ADV(type=reg) 1
NUM(type=ord,position=prenom,representation=mix-rom)+NOU-C(number=sg,WF=abbr) 1
ADP(type=pre)+NUM(type=card,position=prenom,representation=let)+NOU-C(number=sg) 1
NUM(type=card,position=postnom,representation=rom,WF=mis) 1
PD(type=pers,position=free)+PD(type=pers,position=free) 1
ADV(type=reg)|CONJ(type=sub) 1
ADV(type=reg)+AA(degree=pos,position=prenom) 1
ADP(type=pre)+NUM(type=ord,position=prenom,representation=let) 1
ADP(type=pre)+PD(type=indef,position=free) 1
ADV(type=reg)+NOU-P 1
NUM(type=ord,position=free,representation=dig) 1
VRB(finiteness=fin,tense=past)+VRB(finiteness=inf) 1
VRB(finiteness=fin,tense=pres)+VRB(finiteness=prespart) 1
AA(degree=pos,position=prenom)+CONJ(type=coor) 1
PD(type=pers,position=free)+NOU-C(number=pl) 1
CONJ(type=sub)+CONJ(type=sub)+PD(type=pers,position=free) 1
NOU-C(number=sg)+AA(degree=pos,position=free) 1
ADP(type=pre)+ADP(type=pre)+NOU-C(number=sg) 1
AA(degree=comp,position=prenom)+NOU-C(number=sg) 1
CONJ(type=coor)+VRB(finiteness=pastpart) 1
NOU-C(number=pl)+ADP(type=pre) 1
NOU-P+VRB(finiteness=fin,tense=pres) 1
PD(type=pers,position=free)+ADV(type=pron) 1
PD(type=refl,position=free)+ADV(type=reg) 1
PD(type=poss,position=prenom)+NOU-C(number=pl) 1
ADV(type=pron)+PD(type=d-p,subtype=art,position=prenom) 1
NOU-C(number=pl)+CONJ(type=coor) 1
VRB(finiteness=fin,tense=pres)+NOU-C(number=sg) 1
CONJ(type=coor)+VRB(finiteness=fin,tense=pres) 1
PD(type=d-p,subtype=art,position=prenom)+NUM(type=card,position=free,representation=let) 1
PD(type=indef,position=free)+PD(type=d-p,position=free) 1
PD(type=indef,position=postnom) 1
NUM(type=card,position=prenom,representation=dig)+NOU-C(number=sg) 1
PD(type=d-p,position=postnom) 1
ADV(type=pron)+PD(type=pers,position=free) 1
PD(type=d-p,position=free)+NOU-C(number=sg) 1
ADP(type=pre)+VRB(finiteness=pastpart) 1
PD(type=d-p,subtype=oth,position=prenom)+NOU-C(number=sg) 1
NOU-C(number=sg)+VRB(finiteness=pastpart) 1
NOU-C(number=sg)+VRB(finiteness=fin,tense=pres) 1
ADV(type=reg)+CONJ(type=sub) 1
CONJ(type=coor)+VRB(finiteness=inf) 1
VRB(finiteness=fin,tense=past)+PD(type=pers,position=free) 1
NOU-C(number=pl)+PD(type=d-p,subtype=art,position=prenom)+NOU-C(number=pl) 1
CONJ(type=sub)+AA(degree=pos,position=free) 1
ADV(type=reg)+AA(degree=comp,position=free) 1
PD(type=indef,position=free)+VRB(finiteness=fin,tense=past) 1
ADV(type=reg)+ADP(type=pre) 1
CONJ(type=coor)+NOU-P 1
VRB(finiteness=prespart)+VRB(finiteness=fin,tense=pres) 1
PD(type=d-p,subtype=oth,position=prenom)+AA(degree=pos,position=prenom) 1
PD(type=indef,position=free)+PD(type=indef,subtype=art,position=prenom) 1
CONJ(type=coor)+CONJ(type=sub) 1
ADP(type=pre,WF=mis)+NOU-C(number=sg,WF=mis) 1
NUM(type=card,position=prenom,representation=let)+NOU-C(number=pl) 1
AA(degree=pos,position=free)+VRB(finiteness=inf) 1
PD(type=indef,subtype=art,position=prenom)+PD(type=indef,position=free) 1
VRB(finiteness=inf)+CONJ(type=sub) 1
NOU-C(number=sg)+NOU-C(number=sg) 1
ADP(type=pre)+CONJ(type=coor) 1
PD(type=d-p,position=free)+PD(type=d-p,subtype=art,position=prenom) 1
NOU-P(WF=abbr)+NOU-P(WF=abbr)+NOU-P(WF=abbr) 1
NOU-C(number=sg,WF=abbr)+NOU-C(number=sg,WF=abbr)+NOU-C(number=pl,WF=abbr)+NOU-C(number=sg,WF=abbr) 1
AA(degree=pos,position=prenom,WF=abbr)+NOU-C(number=sg,WF=abbr) 1
PD(type=pers,position=free)+VRB(finiteness=fin,tense=pres) 1
PD(type=w-p,position=free)+ADV(type=reg) 1
VRB(finiteness=prespart,WF=mis) 1
VRB(finiteness=pastpart,WF=mis) 1
ADV(type=reg)+PD(type=indef,position=free) 1
NUM(type=card,position=prenom,representation=rom)+NOU-C(number=pl) 1
ADV(type=reg)+PD(type=indef,subtype=oth,position=prenom) 1
ADV(type=reg)+NOU-C(number=sg) 1
AA(degree=pos,position=free)+VRB(finiteness=prespart) 1
AA(degree=pos,position=free)+AA(degree=pos,position=prenom) 1