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104 lines
2.4 KiB
Plaintext
104 lines
2.4 KiB
Plaintext
//- 💫 DOCS > API > GOLDPARSE
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include ../../_includes/_mixins
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p Collection for training annotations.
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+h(2, "attributes") Attributes
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+table(["Name", "Type", "Description"])
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+row
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+cell #[code tags]
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+cell list
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+cell The part-of-speech tag annotations.
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+row
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+cell #[code heads]
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+cell list
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+cell The syntactic head annotations.
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+row
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+cell #[code labels]
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+cell list
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+cell The syntactic relation-type annotations.
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+row
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+cell #[code ents]
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+cell list
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+cell The named entity annotations.
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+row
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+cell #[code cand_to_gold]
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+cell list
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+cell The alignment from candidate tokenization to gold tokenization.
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+row
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+cell #[code gold_to_cand]
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+cell list
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+cell The alignment from gold tokenization to candidate tokenization.
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+h(2, "init") GoldParse.__init__
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+tag method
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p Create a GoldParse.
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+table(["Name", "Type", "Description"])
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+row
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+cell #[code doc]
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+cell #[code Doc]
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+cell The document the annotations refer to.
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+row
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+cell #[code words]
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+cell -
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+cell A sequence of unicode word strings.
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+row
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+cell #[code tags]
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+cell -
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+cell A sequence of strings, representing tag annotations.
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+row
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+cell #[code heads]
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+cell -
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+cell A sequence of integers, representing syntactic head offsets.
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+row
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+cell #[code deps]
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+cell -
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+cell A sequence of strings, representing the syntactic relation types.
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+row
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+cell #[code entities]
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+cell -
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+cell A sequence of named entity annotations, either as BILUO tag strings, or as #[code (start_char, end_char, label)] tuples, representing the entity positions.
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+footrow
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+cell return
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+cell #[code GoldParse]
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+cell The newly constructed object.
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+h(2, "len") GoldParse.__len__
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+tag method
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p Get the number of gold-standard tokens.
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+table(["Name", "Type", "Description"])
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+footrow
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+cell return
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+cell int
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+cell The number of gold-standard tokens.
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+h(2, "is_projective") GoldParse.is_projective
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+tag property
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p
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| Whether the provided syntactic annotations form a projective dependency
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| tree.
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+table(["Name", "Type", "Description"])
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+footrow
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+cell return
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+cell bool
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+cell Whether annotations form projective tree.
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