Armin Friedl
4c88eb4121
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continuous-integration/drone/push Build is passing
147 lines
5 KiB
Python
147 lines
5 KiB
Python
import logging
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class PatriciaTrie:
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def __init__(self):
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self.root = Node()
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def find(self, prefix, node=None, collector=""):
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if not node: return self.find(prefix, self.root)
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logging.debug(f"Looking for prefix {prefix} at {node.elem}")
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if not prefix:
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res = []
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if node.leaf:
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logging.debug(f"Found leaf {node.elem}")
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res.append(collector)
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for child in node.children:
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logging.debug(f"Looking for leafs in {node.elem}")
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res.extend(self._find(prefix, child, collector+child.elem))
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logging.debug(f"Result for {node.elem}: {res}")
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return res
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for child in node.children:
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if prefix.startswith(child.elem):
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return self._find(prefix[len(child.elem):], child, collector+child.elem)
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return []
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def add(self, elem):
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(node, split_idx, elem_rest) = self.find_longest_match(elem, self.root)
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def new_child():
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return Node(elem=elem_rest, parent=node, leaf=True, children=[])
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def split_node(leaf):
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(oelem, ochild, oleaf) = (node.elem, node.children, node.leaf)
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node.leaf = leaf
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node.elem = oelem[:split_idx]
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node.children = []
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node.children.append(Node(elem=oelem[split_idx:], parent=node, leaf=oleaf, children=ochild))
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# elem already found in trie
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# just make sure node is marked as leaf
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if not split_idx and not elem_rest:
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node.leaf = True
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return
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# - elem not in trie
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# - parent node exhausted
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# This can happen if parent is root, or elem is larger than
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# largest matching elem in trie so far
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if not split_idx:
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node.children.append(Node(elem=elem_rest, parent=node, leaf=True, children=[]))
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return
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# - elem already found in trie
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# - elem ends in the middle of a node
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# This can happen if an existing node up to index and its
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# parents make up the entire elem. We need to split
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# the node at split_idx and mark it as leaf.
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if not elem_rest:
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old_elem = node.elem
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old_children = node.children
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old_leaf = node.leaf
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node.leaf = True
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node.elem = old_elem[:split_idx]
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node.children = []
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split_node = Node(elem=old_elem[split_idx:], parent=node, leaf=old_leaf, children=old_children)
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node.children.append(split_node)
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return
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# - elem not found in trie
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# - node up to split_idx and its parent make up elem
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# Node needs to be split at split_idx (preserving leaf status for split off old node) and
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# a new child is added for elem
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old_children = node.children
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old_leaf = node.leaf
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node.leaf = False
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node.elem = old_elem[:split_idx]
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node.children = []
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node_a = Node(elem=old_elem[split_idx:], parent=node, leaf=old_leaf, children=old_children)
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node_b = Node(elem=elem_rest, parent=node, leaf=True, children=[])
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node.children.append(node_a)
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node.children.append(node_b)
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def find_longest_match(self, elem, node):
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for child in node.children:
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if not child.elem or not elem: continue
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# child does not match
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if child.elem[0] is not elem[0]: continue
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# child matches completely
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if elem.startswith(child.elem):
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# special case: the node already exists
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if len(elem) == len(child.elem):
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return (child, None, None)
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# recourse down the trie
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return self.find_longest_match(elem[len(child.elem):], child)
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# elem matches completely, implies that elem is shorter
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# than child.elem. Split child at len(elem)
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if child.elem.startswith(elem):
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return (child, len(elem), None)
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# child does not match completely but at least first char matches
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# find longest split index
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for i in range(len(elem)):
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if elem[i] == child.elem[i]: continue
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else: return (child, i, elem[i:])
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# No child(-prefix) matched, create another child
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return (node, None, elem)
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def to_dot(self):
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print("graph {")
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self._to_dot(self.root)
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print("}")
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def _to_dot(self, node):
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for child in node.children:
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if not node.elem: print(f'root -- "{child.elem}";')
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else: print(f'"{node.elem}" -- "{child.elem}";')
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if child.leaf:
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print(f'"{child.elem}" [color=blue];')
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self._to_dot(child)
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class Node:
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def __init__(self, elem=None, parent=None, children=[],
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leaf=False, offset=0, title=None, info=None):
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self.elem = elem
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self.parent = parent
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self.children = children
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self.leaf = leaf
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# payload
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self.offset = offset
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self.title = title if title else elem
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self.info = info
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