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This page pertains to UD version 2.

Treebank Statistics: UD_Low_Saxon-LSDC: POS Tags: ADV

There are 331 ADV lemmas (9%), 408 ADV types (8%) and 2210 ADV tokens (10%). Out of 16 observed tags, the rank of ADV is: 4 in number of lemmas, 4 in number of types and 5 in number of tokens.

The 10 most frequent ADV lemmas: sou, dår, ouk, noch, nu, wol, wedder, dan, do, doch

The 10 most frequent ADV types: sou, ouk, dår, noch, der, nu, dan, do, dän, al

The 10 most frequent ambiguous lemmas: dår (ADV 153, PRON 3, SCONJ 2), ouk (ADV 137, ADJ 1), noch (ADV 91, CCONJ 2), nu (ADV 87, INTJ 12, SCONJ 2), wol (ADV 74, ADJ 1, INTJ 1), wedder (ADV 64, ADJ 1), dan (ADV 63, CCONJ 7, SCONJ 1), do (ADV 60, SCONJ 9, INTJ 1, VERB 1), doch (ADV 49, CCONJ 2), al (ADV 45, PRON 30, DET 12, CCONJ 1)

The 10 most frequent ambiguous types: ouk (ADV 136, ADJ 1), dår (ADV 79, SCONJ 2), noch (ADV 87, CCONJ 2), der (ADV 71, DET 39, PRON 2, X 2), dan (ADV 53, SCONJ 1), do (ADV 33, VERB 7, SCONJ 5, AUX 4), dän (ADV 46, CCONJ 19, SCONJ 3), al (ADV 43, PRON 13), wol (ADV 37, AUX 6, VERB 3, ADJ 1), eyns (ADV 28, PRON 1)

Morphology

The form / lemma ratio of ADV is 1.232628 (the average of all parts of speech is 1.410753).

The 1st highest number of forms (6) was observed with the lemma “sülve”: selvens, selver, sülven, sülvenst, sülvest, sülvst.

The 2nd highest number of forms (6) was observed with the lemma “veale”: meyr, veal, vial, völle, vöäl, vöäls.

The 3rd highest number of forms (5) was observed with the lemma “aver”: aver, avers, averst, äver, äverst.

ADV occurs with 1 features: Degree (12; 1% instances)

ADV occurs with 2 feature-value pairs: Degree=Cmp, Degree=Pos

ADV occurs with 3 feature combinations. The most frequent feature combination is _ (2198 tokens). Examples: sou, ouk, dår, noch, der, nu, dan, do, dän, al

Relations

ADV nodes are attached to their parents using 24 different relations: advmod (2005; 91% instances), obl (46; 2% instances), compound:prt (34; 2% instances), conj (25; 1% instances), root (24; 1% instances), ccomp (14; 1% instances), cc (8; 0% instances), advcl (7; 0% instances), dislocated (6; 0% instances), discourse (5; 0% instances), parataxis (5; 0% instances), mark (4; 0% instances), orphan (4; 0% instances), xcomp (4; 0% instances), case (3; 0% instances), compound (3; 0% instances), nmod (3; 0% instances), acl (2; 0% instances), acl:relcl (2; 0% instances), compound:redup (2; 0% instances), csubj (1; 0% instances), flat (1; 0% instances), list (1; 0% instances), nsubj (1; 0% instances)

Parents of ADV nodes belong to 14 different parts of speech: VERB (1550; 70% instances), ADJ (224; 10% instances), NOUN (185; 8% instances), ADV (121; 5% instances), PRON (45; 2% instances), (24; 1% instances), DET (23; 1% instances), PART (14; 1% instances), PROPN (10; 0% instances), ADP (7; 0% instances), NUM (3; 0% instances), AUX (2; 0% instances), INTJ (1; 0% instances), X (1; 0% instances)

1903 (86%) ADV nodes are leaves.

216 (10%) ADV nodes have one child.

30 (1%) ADV nodes have two children.

61 (3%) ADV nodes have three or more children.

The highest child degree of a ADV node is 12.

Children of ADV nodes are attached using 21 different relations: advmod (132; 22% instances), punct (115; 19% instances), case (104; 17% instances), nsubj (47; 8% instances), cop (45; 8% instances), obl (33; 6% instances), cc (28; 5% instances), conj (26; 4% instances), advcl (21; 4% instances), aux (12; 2% instances), mark (11; 2% instances), parataxis (9; 2% instances), flat (2; 0% instances), nmod (2; 0% instances), vocative (2; 0% instances), acl (1; 0% instances), acl:relcl (1; 0% instances), appos (1; 0% instances), discourse (1; 0% instances), fixed (1; 0% instances), list (1; 0% instances)

Children of ADV nodes belong to 14 different parts of speech: ADV (121; 20% instances), PUNCT (115; 19% instances), ADP (109; 18% instances), AUX (57; 10% instances), NOUN (46; 8% instances), VERB (45; 8% instances), PRON (31; 5% instances), CCONJ (28; 5% instances), PART (22; 4% instances), ADJ (7; 1% instances), SCONJ (7; 1% instances), PROPN (5; 1% instances), INTJ (1; 0% instances), NUM (1; 0% instances)