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Side by Side Diff: tools/lexer_generator/dfa.py

Issue 170253007: Experimental parser: always apply default transitions (Closed) Base URL: https://v8.googlecode.com/svn/branches/experimental/parser
Patch Set: Created 6 years, 10 months ago
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1 # Copyright 2013 the V8 project authors. All rights reserved. 1 # Copyright 2013 the V8 project authors. All rights reserved.
2 # Redistribution and use in source and binary forms, with or without 2 # Redistribution and use in source and binary forms, with or without
3 # modification, are permitted provided that the following conditions are 3 # modification, are permitted provided that the following conditions are
4 # met: 4 # met:
5 # 5 #
6 # * Redistributions of source code must retain the above copyright 6 # * Redistributions of source code must retain the above copyright
7 # notice, this list of conditions and the following disclaimer. 7 # notice, this list of conditions and the following disclaimer.
8 # * Redistributions in binary form must reproduce the above 8 # * Redistributions in binary form must reproduce the above
9 # copyright notice, this list of conditions and the following 9 # copyright notice, this list of conditions and the following
10 # disclaimer in the documentation and/or other materials provided 10 # disclaimer in the documentation and/or other materials provided
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31 31
32 class DfaState(AutomatonState): 32 class DfaState(AutomatonState):
33 33
34 def __init__(self, name, action, transitions): 34 def __init__(self, name, action, transitions):
35 super(DfaState, self).__init__() 35 super(DfaState, self).__init__()
36 self.__name = name 36 self.__name = name
37 self.__transitions = transitions 37 self.__transitions = transitions
38 self.__action = action 38 self.__action = action
39 assert isinstance(action, Action) 39 assert isinstance(action, Action)
40 40
41 def sort_transitions(self):
42 self.__transitions = sorted(self.__transitions,
43 cmp = lambda (k1, v1), (k2, v2): cmp(k1, k2))
44
41 def name(self): 45 def name(self):
42 return self.__name 46 return self.__name
43 47
44 def action(self): 48 def action(self):
45 return self.__action 49 return self.__action
46 50
47 def transition_count(self): 51 def omega_transition(self):
48 return len(self.__transitions) 52 if (self.__transitions and
53 self.__transitions[-1][0] == TransitionKey.omega()):
54 return self.__transitions[-1][1]
55 return None
49 56
50 def omega_transition(self): 57 def match_action(self):
51 if TransitionKey.omega() in self.__transitions: 58 '''returns an action if this state's omega transition terminates
52 return self.__transitions[TransitionKey.omega()] 59 immediately and has an action'''
53 return None 60 omega_chain = list(self.omega_chain_iter())
61 if len(omega_chain) == 1 and omega_chain[0][1] == 0:
62 return omega_chain[0][0].action()
63 return Action.empty_action()
64
65 def omega_chain_iter(self):
66 state = self
67 while True:
68 state = state.omega_transition()
69 if not state:
70 return
71 transistion_count = len(state.__transitions)
72 yield (state, transistion_count)
73 if not (transistion_count == 0 or
74 (transistion_count == 1 and state.omega_transition())):
75 return
54 76
55 def epsilon_closure_iter(self): 77 def epsilon_closure_iter(self):
56 return iter([]) 78 return iter([])
57 79
58 def transition_state_for_key(self, value): 80 def transition_state_for_key(self, value):
59 matches = list(self.transition_state_iter_for_key(value)) 81 matches = list(self.transition_state_iter_for_key(value))
60 assert len(matches) <= 1 82 assert len(matches) <= 1
61 return matches[0] if matches else None 83 return matches[0] if matches else None
62 84
63 def key_state_iter( 85 def key_state_iter(
64 self, 86 self,
65 key_filter = lambda x: True, 87 key_filter = lambda x: True,
66 state_filter = lambda x: True, 88 state_filter = lambda x: True,
67 match_func = lambda x, y: True, 89 match_func = lambda x, y: True,
68 yield_func = lambda x, y: (x, y)): 90 yield_func = lambda x, y: (x, y)):
69 for key, state in self.__transitions.items(): 91 for (key, state) in self.__transitions:
70 if key_filter(key) and state_filter(state) and match_func(key, state): 92 if key_filter(key) and state_filter(state) and match_func(key, state):
71 yield yield_func(key, state) 93 yield yield_func(key, state)
72 94
73 class Dfa(Automaton): 95 class Dfa(Automaton):
74 96
75 @staticmethod 97 @staticmethod
76 def __add_transition(transitions, key, state): 98 def __add_transition(transitions, key, state):
77 assert key != None 99 assert key != None and key != TransitionKey.epsilon()
78 assert not key == TransitionKey.epsilon() 100 transitions.append((key, state))
79 assert not transitions.has_key(key)
80 transitions[key] = state
81 101
82 def __init__(self, encoding, start_name, mapping): 102 def __init__(self, encoding, start_name, mapping):
83 super(Dfa, self).__init__(encoding) 103 super(Dfa, self).__init__(encoding)
84 self.__terminal_set = set() 104 self.__terminal_set = set()
85 name_map = {} 105 name_map = {}
86 for name, node_data in mapping.items(): 106 for name, node_data in mapping.items():
87 transitions = {} 107 transitions = []
88 node = DfaState(name, node_data['action'], transitions) 108 node = DfaState(name, node_data['action'], transitions)
89 name_map[name] = (node, transitions) 109 name_map[name] = (node, transitions)
90 if node_data['terminal']: 110 if node_data['terminal']:
91 self.__terminal_set.add(node) 111 self.__terminal_set.add(node)
92 all_keys = [] 112 all_keys = []
93 for name, node_data in mapping.items(): 113 for name, node_data in mapping.items():
94 (node, transitions) = name_map[name] 114 (node, transitions) = name_map[name]
95 inversion = {} 115 inversion = {}
116 omega_state = None
96 for key, state in node_data['transitions'].items(): 117 for key, state in node_data['transitions'].items():
118 if key == TransitionKey.omega():
119 omega_state = name_map[state][0]
97 if not state in inversion: 120 if not state in inversion:
98 inversion[state] = [] 121 inversion[state] = []
99 inversion[state].append(key) 122 inversion[state].append(key)
100 for state, keys in inversion.items(): 123 for state, keys in inversion.items():
101 all_keys += keys 124 all_keys += keys
102 merged_key = TransitionKey.merged_key(encoding, keys) 125 merged_key = TransitionKey.merged_key(encoding, keys)
103 self.__add_transition(transitions, merged_key, name_map[state][0]) 126 self.__add_transition(transitions, merged_key, name_map[state][0])
127 node.sort_transitions()
128 assert node.omega_transition() == omega_state
104 self.__start = name_map[start_name][0] 129 self.__start = name_map[start_name][0]
105 self.__node_count = len(mapping) 130 self.__node_count = len(mapping)
106 self.__disjoint_keys = sorted( 131 self.__disjoint_keys = sorted(
107 TransitionKey.disjoint_keys(encoding, all_keys)) 132 TransitionKey.disjoint_keys(encoding, all_keys))
108 self.__verify() 133 self.__verify()
109 134
110 def __verify(self): 135 def __verify(self):
111 assert self.__terminal_set 136 assert self.__terminal_set
112 state_count = self.visit_all_states(lambda state, count: count + 1, 0) 137 state_count = self.visit_all_states(lambda state, count: count + 1, 0)
113 assert self.__node_count == state_count 138 assert self.__node_count == state_count
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126 return iter(self.__disjoint_keys) 151 return iter(self.__disjoint_keys)
127 152
128 def node_count(self): 153 def node_count(self):
129 return self.__node_count 154 return self.__node_count
130 155
131 def start_state(self): 156 def start_state(self):
132 return self.__start 157 return self.__start
133 158
134 def terminal_set(self): 159 def terminal_set(self):
135 return set(self.__terminal_set) 160 return set(self.__terminal_set)
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