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This page pertains to UD version 2.

Treebank Statistics: UD_Scottish_Gaelic-ARCOSG: POS Tags: NUM

There are 149 NUM lemmas (2%), 167 NUM types (2%) and 1085 NUM tokens (1%). Out of 17 observed tags, the rank of NUM is: 7 in number of lemmas, 6 in number of types and 13 in number of tokens.

The 10 most frequent NUM lemmas: aon, dà, deug, fichead, trì, ceud, ceithir, ciad, seachd, dhà

The 10 most frequent NUM types: aon, dà, deug, trì, dhà, fhichead, fichead, ceithir, chiad, cheud

The 10 most frequent ambiguous lemmas: aon (NUM 147, SCONJ 2), (NUM 135, INTJ 3, ADJ 1), ceud (NUM 53, NOUN 23), ciad (NUM 30, ADJ 1), mìle (NUM 27, NOUN 9), leth-cheud (NUM 13, NOUN 1), cóig (NUM 5, ADJ 1), 2 (NUM 4, PROPN 1), muillean (NUM 4, NOUN 1), ceathramh (NOUN 3, NUM 3)

The 10 most frequent ambiguous types: aon (NUM 135, SCONJ 2), (NUM 108, INTJ 3, ADJ 1), chiad (NUM 30, ADJ 1), cheud (NUM 28, NOUN 6), ceud (NUM 24, NOUN 13), mìle (NUM 25, NOUN 8), leth-cheud (NUM 13, NOUN 1), cóig (NUM 5, ADJ 1), 2 (NUM 4, PROPN 1), m (NUM 3, NOUN 1)

Morphology

The form / lemma ratio of NUM is 1.120805 (the average of all parts of speech is 1.311377).

The 1st highest number of forms (5) was observed with the lemma “aon”: aon, dh’aon, dh’aon, h-aon, t-aon.

The 2nd highest number of forms (2) was observed with the lemma “aona”: aona, dh’aona.

The 3rd highest number of forms (2) was observed with the lemma “ceithir”: ceithir, cheithir.

NUM occurs with 6 features: NumForm (1085; 100% instances), NumType (1085; 100% instances), Foreign (3; 0% instances), Typo (2; 0% instances), Case (1; 0% instances), CleftType (1; 0% instances)

NUM occurs with 9 feature-value pairs: Case=Gen, CleftType=Obl, Foreign=Yes, NumForm=Digit, NumForm=Roman, NumForm=Word, NumType=Card, NumType=Ord, Typo=Yes

NUM occurs with 10 feature combinations. The most frequent feature combination is NumForm=Word|NumType=Card (855 tokens). Examples: aon, dà, deug, trì, dhà, fhichead, fichead, ceithir, seachd, mìle

Relations

NUM nodes are attached to their parents using 17 different relations: nummod (733; 68% instances), compound (82; 8% instances), conj (77; 7% instances), obl (71; 7% instances), nmod (35; 3% instances), flat (23; 2% instances), nmod:unmarked (13; 1% instances), nsubj (13; 1% instances), xcomp:pred (12; 1% instances), obj (10; 1% instances), root (7; 1% instances), appos (3; 0% instances), flat:name (2; 0% instances), obl:unmarked (1; 0% instances), parataxis (1; 0% instances), reparandum (1; 0% instances), xcomp (1; 0% instances)

Parents of NUM nodes belong to 10 different parts of speech: NOUN (838; 77% instances), NUM (127; 12% instances), VERB (90; 8% instances), PROPN (9; 1% instances), (7; 1% instances), ADJ (4; 0% instances), SYM (4; 0% instances), ADV (3; 0% instances), PRON (2; 0% instances), X (1; 0% instances)

792 (73%) NUM nodes are leaves.

189 (17%) NUM nodes have one child.

66 (6%) NUM nodes have two children.

38 (4%) NUM nodes have three or more children.

The highest child degree of a NUM node is 8.

Children of NUM nodes are attached using 23 different relations: case (128; 28% instances), cc (72; 16% instances), conj (51; 11% instances), nummod (49; 11% instances), nmod (38; 8% instances), mark:prt (24; 5% instances), punct (20; 4% instances), det (17; 4% instances), compound (14; 3% instances), flat (14; 3% instances), amod (10; 2% instances), advmod (6; 1% instances), parataxis (5; 1% instances), acl:relcl (2; 0% instances), dislocated (2; 0% instances), reparandum (2; 0% instances), advcl (1; 0% instances), appos (1; 0% instances), cop (1; 0% instances), csubj:cleft (1; 0% instances), mark (1; 0% instances), nmod:unmarked (1; 0% instances), xcomp:pred (1; 0% instances)

Children of NUM nodes belong to 15 different parts of speech: ADP (128; 28% instances), NUM (127; 28% instances), CCONJ (72; 16% instances), NOUN (33; 7% instances), PART (24; 5% instances), PUNCT (20; 4% instances), DET (17; 4% instances), ADJ (10; 2% instances), PRON (9; 2% instances), ADV (6; 1% instances), PROPN (6; 1% instances), VERB (6; 1% instances), AUX (1; 0% instances), SCONJ (1; 0% instances), X (1; 0% instances)