home edit page issue tracker

This page pertains to UD version 2.

Treebank Statistics: UD_French: POS Tags: NUM

There are 1953 NUM lemmas (5%), 1953 NUM types (4%) and 10672 NUM tokens (3%). Out of 17 observed tags, the rank of NUM is: 5 in number of lemmas, 5 in number of types and 11 in number of tokens.

The 10 most frequent NUM lemmas: deux, trois, 2, 3, 5, quatre, 4, 2010, 2009, 2008

The 10 most frequent NUM types: deux, trois, 2, 3, 5, quatre, 4, 2010, 2009, 2008

The 10 most frequent ambiguous lemmas: deux (NUM 601, PRON 10, NOUN 4), trois (NUM 227, PRON 2), 2 (NUM 158, PROPN 5, PRON 1), 3 (NUM 135, ADJ 1), quatre (NUM 115, PRON 1), 4 (NUM 123, PROPN 2), 2010 (NUM 122, PROPN 1), 1 (NUM 110, PROPN 2), 6 (NUM 97, ADJ 1), 15 (NUM 95, PROPN 1)

The 10 most frequent ambiguous types: deux (NUM 600, PRON 6, NOUN 4), trois (NUM 227, PRON 2), 2 (NUM 158, PROPN 5, PRON 2), 3 (NUM 135, ADJ 1), quatre (NUM 115, PRON 1), 4 (NUM 123, PROPN 2, ADJ 1), 2010 (NUM 122, PROPN 1), 1 (NUM 110, PROPN 2, ADJ 1), 7 (NUM 108, ADJ 1), 10 (NUM 99, ADJ 1)

Morphology

The form / lemma ratio of NUM is 1.000000 (the average of all parts of speech is 1.306238).

The 1st highest number of forms (2) was observed with the lemma “1963”: 1963, 1969.

The 2nd highest number of forms (1) was observed with the lemma “’06”: ‘06.

The 3rd highest number of forms (1) was observed with the lemma “’900”: ‘900.

NUM occurs with 2 features: Gender (10; 0% instances), Number (10; 0% instances)

NUM occurs with 2 feature-value pairs: Gender=Fem, Number=Plur

NUM occurs with 2 feature combinations. The most frequent feature combination is _ (10662 tokens). Examples: deux, trois, 2, 3, 5, quatre, 4, 2010, 2009, 2008

Relations

NUM nodes are attached to their parents using 22 different relations: nummod (5452; 51% instances), nmod (2496; 23% instances), obl (2023; 19% instances), conj (372; 3% instances), appos (114; 1% instances), compound (62; 1% instances), nsubj (31; 0% instances), obj (25; 0% instances), xcomp (25; 0% instances), root (24; 0% instances), flat:name (12; 0% instances), nsubj:pass (11; 0% instances), dep (9; 0% instances), amod (6; 0% instances), advcl (2; 0% instances), fixed (2; 0% instances), acl:relcl (1; 0% instances), advmod (1; 0% instances), ccomp (1; 0% instances), det (1; 0% instances), orphan (1; 0% instances), parataxis (1; 0% instances)

Parents of NUM nodes belong to 14 different parts of speech: NOUN (6894; 65% instances), VERB (2004; 19% instances), PROPN (693; 6% instances), NUM (483; 5% instances), SYM (429; 4% instances), ADJ (56; 1% instances), X (45; 0% instances), PRON (33; 0% instances), (24; 0% instances), ADV (3; 0% instances), INTJ (3; 0% instances), ADP (2; 0% instances), PUNCT (2; 0% instances), SCONJ (1; 0% instances)

6580 (62%) NUM nodes are leaves.

3012 (28%) NUM nodes have one child.

842 (8%) NUM nodes have two children.

238 (2%) NUM nodes have three or more children.

The highest child degree of a NUM node is 8.

Children of NUM nodes are attached using 24 different relations: case (2790; 50% instances), punct (1124; 20% instances), conj (395; 7% instances), advmod (385; 7% instances), nmod (286; 5% instances), cc (255; 5% instances), det (118; 2% instances), appos (39; 1% instances), nummod (36; 1% instances), cop (28; 1% instances), nsubj (27; 0% instances), acl (20; 0% instances), amod (17; 0% instances), compound (12; 0% instances), obl (12; 0% instances), mark (5; 0% instances), acl:relcl (4; 0% instances), advcl (3; 0% instances), aux (2; 0% instances), ccomp (2; 0% instances), expl (1; 0% instances), fixed (1; 0% instances), parataxis (1; 0% instances), xcomp (1; 0% instances)

Children of NUM nodes belong to 17 different parts of speech: ADP (2809; 50% instances), PUNCT (1122; 20% instances), NUM (483; 9% instances), ADV (362; 7% instances), CCONJ (246; 4% instances), NOUN (190; 3% instances), DET (122; 2% instances), PROPN (52; 1% instances), PRON (38; 1% instances), VERB (34; 1% instances), AUX (30; 1% instances), ADJ (29; 1% instances), X (22; 0% instances), SCONJ (12; 0% instances), SYM (11; 0% instances), INTJ (1; 0% instances), PART (1; 0% instances)