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LeetCode-Solutions/Python/alien-dictionary.py at master · pythonpeixun/LeetCode-Solutions · GitHub
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alien-dictionary.py
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alien-dictionary.py
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# Time: O(n)
# Space: O(|V|+|E|) = O(26 + 26^2) = O(1)
import
collections
# BFS solution.
class
Solution
(
object
):
def
alienOrder
(
self
,
words
):
"""
:type words: List[str]
:rtype: str
"""
result
,
in_degree
,
out_degree
=
[], {}, {}
zero_in_degree_queue
=
collections
.
deque
()
nodes
=
set
()
for
word
in
words
:
for
c
in
word
:
nodes
.
add
(
c
)
for
i
in
xrange
(
1
,
len
(
words
)):
if
(
len
(
words
[
i
-
1
])
>
len
(
words
[
i
])
and
words
[
i
-
1
][:
len
(
words
[
i
])]
==
words
[
i
]):
return
""
self
.
findEdges
(
words
[
i
-
1
],
words
[
i
],
in_degree
,
out_degree
)
for
node
in
nodes
:
if
node
not
in
in_degree
:
zero_in_degree_queue
.
append
(
node
)
while
zero_in_degree_queue
:
precedence
=
zero_in_degree_queue
.
popleft
()
result
.
append
(
precedence
)
if
precedence
in
out_degree
:
for
c
in
out_degree
[
precedence
]:
in_degree
[
c
].
discard
(
precedence
)
if
not
in_degree
[
c
]:
zero_in_degree_queue
.
append
(
c
)
del
out_degree
[
precedence
]
if
out_degree
:
return
""
return
""
.
join
(
result
)
# Construct the graph.
def
findEdges
(
self
,
word1
,
word2
,
in_degree
,
out_degree
):
str_len
=
min
(
len
(
word1
),
len
(
word2
))
for
i
in
xrange
(
str_len
):
if
word1
[
i
]
!=
word2
[
i
]:
if
word2
[
i
]
not
in
in_degree
:
in_degree
[
word2
[
i
]]
=
set
()
if
word1
[
i
]
not
in
out_degree
:
out_degree
[
word1
[
i
]]
=
set
()
in_degree
[
word2
[
i
]].
add
(
word1
[
i
])
out_degree
[
word1
[
i
]].
add
(
word2
[
i
])
break
# DFS solution.
class
Solution2
(
object
):
def
alienOrder
(
self
,
words
):
"""
:type words: List[str]
:rtype: str
"""
# Find ancestors of each node by DFS.
nodes
,
ancestors
=
set
(), {}
for
i
in
xrange
(
len
(
words
)):
for
c
in
words
[
i
]:
nodes
.
add
(
c
)
for
node
in
nodes
:
ancestors
[
node
]
=
[]
for
i
in
xrange
(
1
,
len
(
words
)):
if
(
len
(
words
[
i
-
1
])
>
len
(
words
[
i
])
and
words
[
i
-
1
][:
len
(
words
[
i
])]
==
words
[
i
]):
return
""
self
.
findEdges
(
words
[
i
-
1
],
words
[
i
],
ancestors
)
# Output topological order by DFS.
result
=
[]
visited
=
{}
for
node
in
nodes
:
if
self
.
topSortDFS
(
node
,
node
,
ancestors
,
visited
,
result
):
return
""
return
""
.
join
(
result
)
# Construct the graph.
def
findEdges
(
self
,
word1
,
word2
,
ancestors
):
min_len
=
min
(
len
(
word1
),
len
(
word2
))
for
i
in
xrange
(
min_len
):
if
word1
[
i
]
!=
word2
[
i
]:
ancestors
[
word2
[
i
]].
append
(
word1
[
i
])
break
# Topological sort, return whether there is a cycle.
def
topSortDFS
(
self
,
root
,
node
,
ancestors
,
visited
,
result
):
if
node
not
in
visited
:
visited
[
node
]
=
root
for
ancestor
in
ancestors
[
node
]:
if
self
.
topSortDFS
(
root
,
ancestor
,
ancestors
,
visited
,
result
):
return
True
result
.
append
(
node
)
elif
visited
[
node
]
==
root
:
# Visited from the same root in the DFS path.
# So it is cyclic.
return
True
return
False
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