Treebank Statistics: UD_Latvian-LVTB: POS Tags: ADJ
There are 1925 ADJ
lemmas (8%), 5769 ADJ
types (11%) and 14804 ADJ
tokens (5%).
Out of 17 observed tags, the rank of ADJ
is: 4 in number of lemmas, 3 in number of types and 6 in number of tokens.
The 10 most frequent ADJ
lemmas: liels, jauns, pirmais, labs, dažāds, mazs, vecs, iespējams, nepieciešams, pēdējais
The 10 most frequent ADJ
types: iespējams, pirmo, liela, pirmā, lielu, jaunu, nepieciešams, 1., lielā, liels
The 10 most frequent ambiguous lemmas: liels (ADJ 667, NOUN 1), pirmais (ADJ 360, NUM 2), labs (ADJ 278, ADV 1), dažāds (ADJ 251, ADV 1), mazs (ADJ 224, ADV 1), otrais (ADJ 127, NUM 1), svarīgs (ADJ 78, ADV 1), balts (ADJ 74, NOUN 3), skaists (ADJ 71, NOUN 1), skaidrs (ADJ 69, ADV 1)
The 10 most frequent ambiguous types: iespējams (ADJ 120, VERB 1), pirmā (ADJ 53, NUM 1), nepieciešams (ADJ 66, VERB 4), 1. (ADJ 62, NUM 2), labu (ADJ 48, ADV 1), skaidrs (ADJ 39, ADV 1), dažādi (ADJ 31, ADV 8), otrā (ADJ 19, NUM 17), 12. (ADJ 22, NUM 1), nepieciešama (ADJ 21, VERB 1)
- iespējams
- pirmā
- nepieciešams
- 1.
- labu
- skaidrs
- dažādi
- otrā
- 12.
- nepieciešama
Morphology
The form / lemma ratio of ADJ
is 2.996883 (the average of all parts of speech is 2.244795).
The 1st highest number of forms (47) was observed with the lemma “liels”: Lielākai, Vislielākā, liela, lielai, lielais, lielajai, lielajam, lielajiem, lielajā, lielajām, lielam, lielas, lieli, lielie, lieliem, lielo, lielos, liels, lielu, lielus, lielā, lielāka, lielākais, lielākajai, lielākajam, lielākajiem, lielākajos, lielākajā, lielākajās, lielākas, lielāki, lielākie, lielākiem, lielāko, lielākos, lielāks, lielāku, lielākus, lielākā, lielākām, lielākās, lielām, lielās, vislielākais, vislielākie, vislielāko, vislielākās.
The 2nd highest number of forms (40) was observed with the lemma “labs”: Labākajam, laba, labais, labajiem, labajos, labajā, labajām, labajās, labam, labas, labi, labie, labiem, labo, labos, labs, labu, labus, labā, labāka, labākais, labākajiem, labākajā, labākajām, labākas, labāki, labākie, labāko, labākos, labāks, labāku, labākus, labākā, labākās, labām, labās, vislabākais, vislabākajā, vislabāko, vislabākā.
The 3rd highest number of forms (38) was observed with the lemma “jauns”: jauna, jaunai, jaunais, jaunajai, jaunajam, jaunajiem, jaunajos, jaunajā, jaunajām, jaunajās, jaunam, jaunas, jauni, jaunie, jauniem, jauno, jaunos, jauns, jaunu, jaunus, jaunā, jaunāka, jaunākai, jaunākais, jaunākajā, jaunākajām, jaunākas, jaunāki, jaunākie, jaunākiem, jaunāko, jaunākos, jaunāks, jaunāku, jaunākā, jaunākās, jaunām, jaunās.
ADJ
occurs with 10 features: Definite (13309; 90% instances), Gender (13309; 90% instances), Number (13309; 90% instances), Case (13308; 90% instances), Degree (13307; 90% instances), NumType (2169; 15% instances), VerbForm (70; 0% instances), Voice (70; 0% instances), Typo (22; 0% instances), Abbr (5; 0% instances)
ADJ
occurs with 20 feature-value pairs: Abbr=Yes
, Case=Acc
, Case=Dat
, Case=Gen
, Case=Loc
, Case=Nom
, Case=Voc
, Definite=Def
, Definite=Ind
, Degree=Cmp
, Degree=Pos
, Degree=Sup
, Gender=Fem
, Gender=Masc
, NumType=Ord
, Number=Plur
, Number=Sing
, Typo=Yes
, VerbForm=Part
, Voice=Act
ADJ
occurs with 166 feature combinations.
The most frequent feature combination is NumType=Ord
(1488 tokens).
Examples: 1., 2., 2012., 2014., 3., pirmo, 9., 2011., 2015., 4.
Relations
ADJ
nodes are attached to their parents using 25 different relations: amod (11373; 77% instances), conj (1047; 7% instances), root (646; 4% instances), xcomp (381; 3% instances), acl (224; 2% instances), advcl (179; 1% instances), ccomp (175; 1% instances), discourse (155; 1% instances), nsubj (136; 1% instances), obl (131; 1% instances), obj (92; 1% instances), parataxis (60; 0% instances), iobj (58; 0% instances), dep (39; 0% instances), nmod (35; 0% instances), flat:name (23; 0% instances), csubj (19; 0% instances), nsubj:pass (10; 0% instances), vocative (8; 0% instances), orphan (6; 0% instances), compound (2; 0% instances), flat (2; 0% instances), appos (1; 0% instances), csubj:pass (1; 0% instances), flat:foreign (1; 0% instances)
Parents of ADJ
nodes belong to 15 different parts of speech: NOUN (11517; 78% instances), VERB (1586; 11% instances), ADJ (739; 5% instances), (646; 4% instances), PROPN (140; 1% instances), ADV (58; 0% instances), PRON (46; 0% instances), NUM (34; 0% instances), DET (12; 0% instances), INTJ (10; 0% instances), X (8; 0% instances), SYM (5; 0% instances), ADP (1; 0% instances), AUX (1; 0% instances), PART (1; 0% instances)
10642 (72%) ADJ
nodes are leaves.
2093 (14%) ADJ
nodes have one child.
532 (4%) ADJ
nodes have two children.
1537 (10%) ADJ
nodes have three or more children.
The highest child degree of a ADJ
node is 14.
Children of ADJ
nodes are attached using 33 different relations: punct (2189; 21% instances), cop (1219; 12% instances), conj (1175; 11% instances), advmod (1116; 11% instances), nsubj (1113; 11% instances), obl (827; 8% instances), cc (737; 7% instances), mark (331; 3% instances), discourse (266; 3% instances), advcl (209; 2% instances), case (200; 2% instances), det (165; 2% instances), csubj (152; 1% instances), nmod (124; 1% instances), iobj (95; 1% instances), ccomp (74; 1% instances), acl (67; 1% instances), dep (59; 1% instances), parataxis (36; 0% instances), amod (20; 0% instances), nummod (20; 0% instances), orphan (17; 0% instances), aux (11; 0% instances), flat:name (11; 0% instances), xcomp (7; 0% instances), obj (5; 0% instances), aux:pass (4; 0% instances), nsubj:pass (4; 0% instances), vocative (3; 0% instances), compound (2; 0% instances), flat (2; 0% instances), csubj:pass (1; 0% instances), goeswith (1; 0% instances)
Children of ADJ
nodes belong to 17 different parts of speech: PUNCT (2189; 21% instances), NOUN (1749; 17% instances), AUX (1235; 12% instances), ADV (1185; 12% instances), VERB (864; 8% instances), ADJ (739; 7% instances), CCONJ (727; 7% instances), PRON (491; 5% instances), SCONJ (360; 4% instances), PART (218; 2% instances), ADP (173; 2% instances), DET (159; 2% instances), PROPN (107; 1% instances), NUM (33; 0% instances), SYM (17; 0% instances), INTJ (8; 0% instances), X (8; 0% instances)