Treebank Statistics: UD_Classical_Chinese-Kyoto: POS Tags: ADV
There are 1263 ADV lemmas (9%), 1281 ADV types (9%) and 42224 ADV tokens (10%).
Out of 14 observed tags, the rank of ADV is: 4 in number of lemmas, 4 in number of types and 4 in number of tokens.
The 10 most frequent ADV lemmas: 不、 以、 則、 必、 皆、 故、 乃、 非、 亦、 未
The 10 most frequent ADV types: 不、 以、 則、 必、 皆、 故、 乃、 非、 亦、 未
The 10 most frequent ambiguous lemmas: 不 (ADV 9262, PART 2), 以 (VERB 3885, ADV 3400, PART 4, CCONJ 1), 則 (ADV 2539, NOUN 17, VERB 12, PROPN 2), 必 (ADV 1514, VERB 2), 故 (ADV 965, NOUN 567, VERB 1), 乃 (ADV 806, PRON 10, NOUN 1), 非 (ADV 777, NOUN 45, VERB 29, PROPN 2), 又 (ADV 622, VERB 1), 大 (VERB 2025, ADV 616, NOUN 25, PROPN 3), 相 (ADV 594, NOUN 528, VERB 251, PROPN 31)
The 10 most frequent ambiguous types: 不 (ADV 9262, PART 2), 以 (VERB 3885, ADV 3400, PART 4, CCONJ 1), 則 (ADV 2539, NOUN 17, VERB 12, PROPN 2), 必 (ADV 1514, VERB 2), 故 (ADV 965, NOUN 567, VERB 1), 乃 (ADV 806, PRON 10, NOUN 1), 非 (ADV 777, NOUN 45, VERB 29, PROPN 2), 又 (ADV 622, VERB 1), 大 (VERB 2024, ADV 616, NOUN 25, PROPN 3), 相 (ADV 594, NOUN 528, VERB 251, PROPN 31)
- 不
- 以
- 則
- 必
- 故
- 乃
- 非
- 又
- 大
- 相
Morphology
The form / lemma ratio of ADV is 1.014252 (the average of all parts of speech is 1.013130).
The 1st highest number of forms (2) was observed with the lemma “俱”: 俱, 倶.
The 2nd highest number of forms (2) was observed with the lemma “倂”: 併, 倂.
The 3rd highest number of forms (2) was observed with the lemma “偽”: 偽, 僞.
ADV occurs with 6 features: VerbForm (13475; 32% instances), Polarity (12355; 29% instances), AdvType (7295; 17% instances), Degree (4837; 11% instances), Tense (1126; 3% instances), Aspect (811; 2% instances)
ADV occurs with 13 feature-value pairs: AdvType=Cau, AdvType=Deg, AdvType=Tim, Aspect=Perf, Degree=Cmp, Degree=Equ, Degree=Pos, Degree=Sup, Polarity=Neg, Tense=Fut, Tense=Past, Tense=Pres, VerbForm=Conv
ADV occurs with 15 feature combinations.
The most frequent feature combination is Polarity=Neg (11878 tokens).
Examples: 不、 非、 未、 弗、 莫、 無、 毋、 勿、 匪、 微
Relations
ADV nodes are attached to their parents using 15 different relations: advmod (41056; 97% instances), amod (903; 2% instances), root (83; 0% instances), parataxis (43; 0% instances), cc (42; 0% instances), flat:vv (28; 0% instances), conj (18; 0% instances), obj (16; 0% instances), nsubj (13; 0% instances), ccomp (10; 0% instances), compound:redup (6; 0% instances), acl (2; 0% instances), advcl (2; 0% instances), nsubj:outer (1; 0% instances), obl:lmod (1; 0% instances)
Parents of ADV nodes belong to 12 different parts of speech: VERB (38066; 90% instances), NOUN (1805; 4% instances), AUX (1734; 4% instances), ADV (141; 0% instances), NUM (130; 0% instances), PART (109; 0% instances), PROPN (101; 0% instances), (83; 0% instances), PRON (41; 0% instances), ADP (11; 0% instances), INTJ (2; 0% instances), SCONJ (1; 0% instances)
41097 (97%) ADV nodes are leaves.
1002 (2%) ADV nodes have one child.
102 (0%) ADV nodes have two children.
23 (0%) ADV nodes have three or more children.
The highest child degree of a ADV node is 5.
Children of ADV nodes are attached using 22 different relations: case (435; 34% instances), flat:vv (327; 25% instances), advmod (121; 9% instances), compound:redup (105; 8% instances), fixed (99; 8% instances), discourse:sp (50; 4% instances), nsubj (40; 3% instances), conj (35; 3% instances), csubj (17; 1% instances), vocative (12; 1% instances), obl (8; 1% instances), nummod (7; 1% instances), cc (6; 0% instances), parataxis (5; 0% instances), aux (4; 0% instances), mark (3; 0% instances), obl:lmod (3; 0% instances), advcl (2; 0% instances), clf (2; 0% instances), discourse (2; 0% instances), ccomp (1; 0% instances), dislocated (1; 0% instances)
Children of ADV nodes belong to 12 different parts of speech: PART (533; 41% instances), VERB (475; 37% instances), ADV (141; 11% instances), NOUN (44; 3% instances), SCONJ (39; 3% instances), ADP (23; 2% instances), NUM (8; 1% instances), CCONJ (7; 1% instances), PRON (7; 1% instances), AUX (4; 0% instances), PROPN (3; 0% instances), INTJ (1; 0% instances)