Albin Thörn Cleland
Clean initial commit with LFS
19b8775
"""
Tree datastructure
"""
from collections import deque, Counter
import copy
from enum import Enum
from io import StringIO
import itertools
import re
import warnings
from stanza.models.common.stanza_object import StanzaObject
# useful more for the "is" functionality than the time savings
CLOSE_PAREN = ')'
SPACE_SEPARATOR = ' '
OPEN_PAREN = '('
EMPTY_CHILDREN = ()
# used to split off the functional tags from various treebanks
# for example, the Icelandic treebank (which we don't currently
# incorporate) uses * to distinguish 'ADJP', 'ADJP*OC' but we treat
# those as the same
CONSTITUENT_SPLIT = re.compile("[-=#*]")
# These words occur in the VLSP dataset.
# The documentation claims there might be *O*, although those don't
# seem to exist in practice
WORDS_TO_PRUNE = ('*E*', '*T*', '*O*')
class TreePrintMethod(Enum):
"""
Describes a few options for printing trees.
This probably doesn't need to be used directly. See __format__
"""
ONE_LINE = 1 # (ROOT (S ... ))
LABELED_PARENS = 2 # (_ROOT (_S ... )_S )_ROOT
PRETTY = 3 # multiple lines
VLSP = 4 # <s> (S ... ) </s>
LATEX_TREE = 5 # \Tree [.S [.NP ... ] ]
class Tree(StanzaObject):
"""
A data structure to represent a parse tree
"""
def __init__(self, label=None, children=None):
if children is None:
self.children = EMPTY_CHILDREN
elif isinstance(children, Tree):
self.children = (children,)
else:
self.children = tuple(children)
self.label = label
def is_leaf(self):
return len(self.children) == 0
def is_preterminal(self):
return len(self.children) == 1 and len(self.children[0].children) == 0
def yield_preterminals(self):
"""
Yield the preterminals one at a time in order
"""
if self.is_preterminal():
yield self
return
if self.is_leaf():
raise ValueError("Attempted to iterate preterminals on non-internal node")
iterator = iter(self.children)
node = next(iterator, None)
while node is not None:
if node.is_preterminal():
yield node
else:
iterator = itertools.chain(node.children, iterator)
node = next(iterator, None)
def leaf_labels(self):
"""
Get the labels of the leaves
"""
if self.is_leaf():
return [self.label]
words = [x.children[0].label for x in self.yield_preterminals()]
return words
def __len__(self):
return len(self.leaf_labels())
def all_leaves_are_preterminals(self):
"""
Returns True if all leaves are under preterminals, False otherwise
"""
if self.is_leaf():
return False
if self.is_preterminal():
return True
return all(t.all_leaves_are_preterminals() for t in self.children)
def pretty_print(self, normalize=None):
"""
Print with newlines & indentation on each line
Preterminals and nodes with all preterminal children go on their own line
You can pass in your own normalize() function. If you do,
make sure the function updates the parens to be something
other than () or the brackets will be broken
"""
if normalize is None:
normalize = lambda x: x.replace("(", "-LRB-").replace(")", "-RRB-")
indent = 0
with StringIO() as buf:
stack = deque()
stack.append(self)
while len(stack) > 0:
node = stack.pop()
if node is CLOSE_PAREN:
# if we're trying to pretty print trees, pop all off close parens
# then write a newline
while node is CLOSE_PAREN:
indent -= 1
buf.write(CLOSE_PAREN)
if len(stack) == 0:
node = None
break
node = stack.pop()
buf.write("\n")
if node is None:
break
stack.append(node)
elif node.is_preterminal():
buf.write(" " * indent)
buf.write("%s%s %s%s" % (OPEN_PAREN, normalize(node.label), normalize(node.children[0].label), CLOSE_PAREN))
if len(stack) == 0 or stack[-1] is not CLOSE_PAREN:
buf.write("\n")
elif all(x.is_preterminal() for x in node.children):
buf.write(" " * indent)
buf.write("%s%s" % (OPEN_PAREN, normalize(node.label)))
for child in node.children:
buf.write(" %s%s %s%s" % (OPEN_PAREN, normalize(child.label), normalize(child.children[0].label), CLOSE_PAREN))
buf.write(CLOSE_PAREN)
if len(stack) == 0 or stack[-1] is not CLOSE_PAREN:
buf.write("\n")
else:
buf.write(" " * indent)
buf.write("%s%s\n" % (OPEN_PAREN, normalize(node.label)))
stack.append(CLOSE_PAREN)
for child in reversed(node.children):
stack.append(child)
indent += 1
buf.seek(0)
return buf.read()
def __format__(self, spec):
"""
Turn the tree into a string representing the tree
Note that this is not a recursive traversal
Otherwise, a tree too deep might blow up the call stack
There is a type specific format:
O -> one line PTB format, which is the default anyway
L -> open and close brackets are labeled, spaces in the tokens are replaced with _
P -> pretty print over multiple lines
V -> surround lines with <s>...</s>, don't print ROOT, and turn () into L/RBKT
? -> spaces in the tokens are replaced with ? for any value of ? other than OLP
warning: this may be removed in the future
?{OLPV} -> specific format AND a custom space replacement
Vi -> add an ID to the <s> in the V format. Also works with ?Vi
"""
space_replacement = " "
print_format = TreePrintMethod.ONE_LINE
if spec == 'L':
print_format = TreePrintMethod.LABELED_PARENS
space_replacement = "_"
elif spec and spec[-1] == 'L':
print_format = TreePrintMethod.LABELED_PARENS
space_replacement = spec[0]
elif spec == 'O':
print_format = TreePrintMethod.ONE_LINE
elif spec and spec[-1] == 'O':
print_format = TreePrintMethod.ONE_LINE
space_replacement = spec[0]
elif spec == 'P':
print_format = TreePrintMethod.PRETTY
elif spec and spec[-1] == 'P':
print_format = TreePrintMethod.PRETTY
space_replacement = spec[0]
elif spec and spec[0] == 'V':
print_format = TreePrintMethod.VLSP
use_tree_id = spec[-1] == 'i'
elif spec and len(spec) > 1 and spec[1] == 'V':
print_format = TreePrintMethod.VLSP
space_replacement = spec[0]
use_tree_id = spec[-1] == 'i'
elif spec == 'T':
print_format = TreePrintMethod.LATEX_TREE
elif spec and len(spec) > 1 and spec[1] == 'T':
print_format = TreePrintMethod.LATEX_TREE
space_replacement = spec[0]
elif spec:
space_replacement = spec[0]
warnings.warn("Use of a custom replacement without a format specifier is deprecated. Please use {}O instead".format(space_replacement), stacklevel=2)
LRB = "LBKT" if print_format == TreePrintMethod.VLSP else "-LRB-"
RRB = "RBKT" if print_format == TreePrintMethod.VLSP else "-RRB-"
def normalize(text):
return text.replace(" ", space_replacement).replace("(", LRB).replace(")", RRB)
if print_format is TreePrintMethod.PRETTY:
return self.pretty_print(normalize)
with StringIO() as buf:
stack = deque()
if print_format == TreePrintMethod.VLSP:
if use_tree_id:
buf.write("<s id={}>\n".format(self.tree_id))
else:
buf.write("<s>\n")
if len(self.children) == 0:
raise ValueError("Cannot print an empty tree with V format")
elif len(self.children) > 1:
raise ValueError("Cannot print a tree with %d branches with V format" % len(self.children))
stack.append(self.children[0])
elif print_format == TreePrintMethod.LATEX_TREE:
buf.write("\\Tree ")
if len(self.children) == 0:
raise ValueError("Cannot print an empty tree with T format")
elif len(self.children) == 1 and len(self.children[0].children) == 0:
buf.write("[.? ")
buf.write(normalize(self.children[0].label))
buf.write(" ]")
elif self.label == 'ROOT':
stack.append(self.children[0])
else:
stack.append(self)
else:
stack.append(self)
while len(stack) > 0:
node = stack.pop()
if isinstance(node, str):
buf.write(node)
continue
if len(node.children) == 0:
if node.label is not None:
buf.write(normalize(node.label))
continue
if print_format is TreePrintMethod.LATEX_TREE:
if node.is_preterminal():
buf.write(normalize(node.children[0].label))
continue
buf.write("[.%s" % normalize(node.label))
stack.append(" ]")
elif print_format is TreePrintMethod.ONE_LINE or print_format is TreePrintMethod.VLSP:
buf.write(OPEN_PAREN)
if node.label is not None:
buf.write(normalize(node.label))
stack.append(CLOSE_PAREN)
elif print_format is TreePrintMethod.LABELED_PARENS:
buf.write("%s_%s" % (OPEN_PAREN, normalize(node.label)))
stack.append(CLOSE_PAREN + "_" + normalize(node.label))
stack.append(SPACE_SEPARATOR)
for child in reversed(node.children):
stack.append(child)
stack.append(SPACE_SEPARATOR)
if print_format == TreePrintMethod.VLSP:
buf.write("\n</s>")
buf.seek(0)
return buf.read()
def __repr__(self):
return "{}".format(self)
def __eq__(self, other):
if self is other:
return True
if not isinstance(other, Tree):
return False
if self.label != other.label:
return False
if len(self.children) != len(other.children):
return False
if any(c1 != c2 for c1, c2 in zip(self.children, other.children)):
return False
return True
def depth(self):
if not self.children:
return 0
return 1 + max(x.depth() for x in self.children)
def visit_preorder(self, internal=None, preterminal=None, leaf=None):
"""
Visit the tree in a preorder order
Applies the given functions to each node.
internal: if not None, applies this function to each non-leaf, non-preterminal node
preterminal: if not None, applies this functiion to each preterminal
leaf: if not None, applies this function to each leaf
The functions should *not* destructively alter the trees.
There is no attempt to interpret the results of calling these functions.
Rather, you can use visit_preorder to collect stats on trees, etc.
"""
if self.is_leaf():
if leaf:
leaf(self)
elif self.is_preterminal():
if preterminal:
preterminal(self)
else:
if internal:
internal(self)
for child in self.children:
child.visit_preorder(internal, preterminal, leaf)
@staticmethod
def get_unique_constituent_labels(trees):
"""
Walks over all of the trees and gets all of the unique constituent names from the trees
"""
if isinstance(trees, Tree):
trees = [trees]
constituents = Tree.get_constituent_counts(trees)
return sorted(set(constituents.keys()))
@staticmethod
def get_constituent_counts(trees):
"""
Walks over all of the trees and gets the count of the unique constituent names from the trees
"""
if isinstance(trees, Tree):
trees = [trees]
constituents = Counter()
for tree in trees:
tree.visit_preorder(internal = lambda x: constituents.update([x.label]))
return constituents
@staticmethod
def get_unique_tags(trees):
"""
Walks over all of the trees and gets all of the unique tags from the trees
"""
if isinstance(trees, Tree):
trees = [trees]
tags = set()
for tree in trees:
tree.visit_preorder(preterminal = lambda x: tags.add(x.label))
return sorted(tags)
@staticmethod
def get_unique_words(trees):
"""
Walks over all of the trees and gets all of the unique words from the trees
"""
if isinstance(trees, Tree):
trees = [trees]
words = set()
for tree in trees:
tree.visit_preorder(leaf = lambda x: words.add(x.label))
return sorted(words)
@staticmethod
def get_common_words(trees, num_words):
"""
Walks over all of the trees and gets the most frequently occurring words.
"""
if num_words == 0:
return set()
if isinstance(trees, Tree):
trees = [trees]
words = Counter()
for tree in trees:
tree.visit_preorder(leaf = lambda x: words.update([x.label]))
return sorted(x[0] for x in words.most_common()[:num_words])
@staticmethod
def get_rare_words(trees, threshold=0.05):
"""
Walks over all of the trees and gets the least frequently occurring words.
threshold: choose the bottom X percent
"""
if isinstance(trees, Tree):
trees = [trees]
words = Counter()
for tree in trees:
tree.visit_preorder(leaf = lambda x: words.update([x.label]))
threshold = max(int(len(words) * threshold), 1)
return sorted(x[0] for x in words.most_common()[:-threshold-1:-1])
@staticmethod
def get_root_labels(trees):
return sorted(set(x.label for x in trees))
@staticmethod
def get_compound_constituents(trees, separate_root=False):
constituents = set()
stack = deque()
for tree in trees:
if separate_root:
constituents.add((tree.label,))
for child in tree.children:
stack.append(child)
else:
stack.append(tree)
while len(stack) > 0:
node = stack.pop()
if node.is_leaf() or node.is_preterminal():
continue
labels = [node.label]
while len(node.children) == 1 and not node.children[0].is_preterminal():
node = node.children[0]
labels.append(node.label)
constituents.add(tuple(labels))
for child in node.children:
stack.append(child)
return sorted(constituents)
# TODO: test different pattern
def simplify_labels(self, pattern=CONSTITUENT_SPLIT):
"""
Return a copy of the tree with the -=# removed
Leaves the text of the leaves alone.
"""
new_label = self.label
# check len(new_label) just in case it's a tag of - or =
if new_label and not self.is_leaf() and len(new_label) > 1 and new_label not in ('-LRB-', '-RRB-'):
new_label = pattern.split(new_label)[0]
new_children = [child.simplify_labels(pattern) for child in self.children]
return Tree(new_label, new_children)
def reverse(self):
"""
Flip a tree backwards
The intent is to train a parser backwards to see if the
forward and backwards parsers can augment each other
"""
if self.is_leaf():
return Tree(self.label)
new_children = [child.reverse() for child in reversed(self.children)]
return Tree(self.label, new_children)
def remap_constituent_labels(self, label_map):
"""
Copies the tree with some labels replaced.
Labels in the map are replaced with the mapped value.
Labels not in the map are unchanged.
"""
if self.is_leaf():
return Tree(self.label)
if self.is_preterminal():
return Tree(self.label, Tree(self.children[0].label))
new_label = label_map.get(self.label, self.label)
return Tree(new_label, [child.remap_constituent_labels(label_map) for child in self.children])
def remap_words(self, word_map):
"""
Copies the tree with some labels replaced.
Labels in the map are replaced with the mapped value.
Labels not in the map are unchanged.
"""
if self.is_leaf():
new_label = word_map.get(self.label, self.label)
return Tree(new_label)
if self.is_preterminal():
return Tree(self.label, self.children[0].remap_words(word_map))
return Tree(self.label, [child.remap_words(word_map) for child in self.children])
def replace_words(self, words):
"""
Replace all leaf words with the words in the given list (or iterable)
Returns a new tree
"""
word_iterator = iter(words)
def recursive_replace_words(subtree):
if subtree.is_leaf():
word = next(word_iterator, None)
if word is None:
raise ValueError("Not enough words to replace all leaves")
return Tree(word)
return Tree(subtree.label, [recursive_replace_words(x) for x in subtree.children])
new_tree = recursive_replace_words(self)
if any(True for _ in word_iterator):
raise ValueError("Too many words for the given tree")
return new_tree
def replace_tags(self, tags):
if self.is_leaf():
raise ValueError("Must call replace_tags with non-leaf")
if isinstance(tags, Tree):
tag_iterator = (x.label for x in tags.yield_preterminals())
else:
tag_iterator = iter(tags)
new_tree = copy.deepcopy(self)
queue = deque()
queue.append(new_tree)
while len(queue) > 0:
next_node = queue.pop()
if next_node.is_preterminal():
try:
label = next(tag_iterator)
except StopIteration:
raise ValueError("Not enough tags in sentence for given tree")
next_node.label = label
elif next_node.is_leaf():
raise ValueError("Got a badly structured tree: {}".format(self))
else:
queue.extend(reversed(next_node.children))
if any(True for _ in tag_iterator):
raise ValueError("Too many tags for the given tree")
return new_tree
def prune_none(self):
"""
Return a copy of the tree, eliminating all nodes which are in one of two categories:
they are a preterminal -NONE-, such as appears in PTB
*E* shows up in a VLSP dataset
they have been pruned to 0 children by the recursive call
"""
if self.is_leaf():
return Tree(self.label)
if self.is_preterminal():
if self.label == '-NONE-' or self.children[0].label in WORDS_TO_PRUNE:
return None
return Tree(self.label, Tree(self.children[0].label))
# must be internal node
new_children = [child.prune_none() for child in self.children]
new_children = [child for child in new_children if child is not None]
if len(new_children) == 0:
return None
return Tree(self.label, new_children)
def count_unary_depth(self):
if self.is_preterminal() or self.is_leaf():
return 0
if len(self.children) == 1:
t = self
score = 0
while not t.is_preterminal() and not t.is_leaf() and len(t.children) == 1:
score = score + 1
t = t.children[0]
child_score = max(tc.count_unary_depth() for tc in t.children)
score = max(score, child_score)
return score
score = max(t.count_unary_depth() for t in self.children)
return score
@staticmethod
def write_treebank(trees, out_file, fmt="{}"):
with open(out_file, "w", encoding="utf-8") as fout:
for tree in trees:
fout.write(fmt.format(tree))
fout.write("\n")