Treebank Statistics: UD_Latin-ITTB: Features: NumType
This feature is universal.
It occurs with 3 different values: Card
, Dist
, Ord
.
3771 tokens (1%) have a non-empty value of NumType
.
112 types (1%) occur at least once with a non-empty value of NumType
.
32 lemmas (1%) occur at least once with a non-empty value of NumType
.
The feature is used with 3 part-of-speech tags: NUM (1965; 0% instances), ADJ (1805; 0% instances), ADV (1; 0% instances).
NUM
1965 NUM tokens (54% of all NUM
tokens) have a non-empty value of NumType
.
The most frequent other feature values with which NUM
and NumType
co-occurred: NumForm=EMPTY (1965; 100%), InflClass=LatPron (1526; 78%), Number=Sing (1523; 78%).
NUM
tokens may have the following values of NumType
:
Card
(1965; 100% of non-emptyNumType
): unum, una, unus, uno, unius, unam, duo, duobus, duae, tresEMPTY
(1700): i, ii, iii, 1, 2, unum, uii, uiii, iu, 3
NumType
seems to be lexical feature of NUM
. 100% lemmas (18) occur only with one value of NumType
.
ADJ
1805 ADJ tokens (6% of all ADJ
tokens) have a non-empty value of NumType
.
The most frequent other feature values with which ADJ
and NumType
co-occurred: Degree=EMPTY (1647; 91%), Number=Sing (1564; 87%), InflClass=IndEurO (987; 55%).
ADJ
tokens may have the following values of NumType
:
Dist
(80; 4% of non-emptyNumType
): singulis, singula, singulae, singulas, singulorum, singulos, singularum, singuli, singulumOrd
(1725; 96% of non-emptyNumType
): prima, primum, primo, prius, primi, primam, secundo, secunda, primae, tertioEMPTY
(27391): diuina, impossibile, diuinae, diuinam, christi, humana, manifestum, necesse, possibilis, naturalis
NumType
seems to be lexical feature of ADJ
. 100% lemmas (13) occur only with one value of NumType
.
ADV
1 ADV tokens (0% of all ADV
tokens) have a non-empty value of NumType
.
ADV
tokens may have the following values of NumType
:
Ord
(1; 100% of non-emptyNumType
): primoEMPTY
(30941): igitur, enim, etiam, unde, sic, ergo, et, tamen, ita, supra
Relations with Agreement in NumType
The 10 most frequent relations where parent and child node agree in NumType
:
NUM –[compound]–> NUM (24; 100%),
NUM –[conj]–> NUM (13; 93%).