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31 @staticmethod 32 def is_palindrome(num): 33 return str(num) == ''.join(reversed(str(num)))
21 def isPalindrome(string): 22 leftIdx = 0 23 rightIdx = len(string) - 1 24 while leftIdx < rightIdx: 25 if string[leftIdx] != string[rightIdx]: 26 return False 27 leftIdx += 1 28 rightIdx -= 1 29 return True
14 def isPalindrome(self, s): 15 """ 16 :type s: str 17 :rtype: bool 18 """ 19 cleaned = re.sub('[^0-9a-zA-Z]', '', s) 20 if cleaned.lower() == cleaned[::-1].lower(): 21 return True 22 return False
20 def shortestPalindrome(self, s): 21 """ 22 :type s: str 23 :rtype: str 24 """ 25 rStr = s[::-1] 26 for i in range(len(s)): 27 temp = rStr[:i] + s 28 if self.isPalindrome(temp): 29 return temp 30 return ""
34 def isPalindrome(self, s: 'str') -> 'bool': 35 s = ''.join(filter(str.isalnum, s)).lower() 36 return s == s[::-1]
35 def isPalindrome(self, A): 36 low, high = 0, len(A) - 1 37 while low < high: 38 39 while low < high and not A[low].isalnum(): 40 low += 1 41 42 while low < high and not A[high].isalnum(): 43 high -= 1 44 45 if A[low].lower() != A[high].lower(): 46 return 0 47 48 low, high = low + 1, high - 1 49 50 return 1
13 def isPalindromeIterative(string): 14 start = 0 15 end = len(string) - 1 16 while start < end: 17 start = start + 1 18 end = end - 1 19 if string[start] != string[end]: 20 return False 21 return True
36 def isPalindrome(self, x): 37 """ 38 :type x: int 39 :rtype: bool 40 """ 41 if x < 0: 42 return False 43 x = abs(x) 44 l = len(str(x)) 45 i = 1 46 while i < l / 2 + 1: 47 48 head = (x / 10 ** (l-i)) % 10 49 tail = (x % 10 ** i) if i == 1 else (x % 10 ** i) / (10 ** (i-1)) 50 if head != tail: 51 return False 52 i = i + 1 53 54 return True
18 def longestPalindrome(string): 19 size = len(string) 20 dp = [] 21 # 初始化一个N * N的矩阵 22 for i in range(size): 23 row = [] 24 for j in range(size): 25 row.append(False) 26 dp.append(row) 27 max_seq_len = 0 28 max_seq = "" 29 for i in range(size - 1, -1, -1): 30 for j in range(i, size): 31 if j == i: 32 dp[i][j] = True 33 elif j == i + 1: 34 if string[i] == string[j]: 35 dp[i][j] = True 36 else: 37 dp[i][j] = False 38 else: 39 if string[i] == string[j] and dp[i + 1][j - 1]: 40 dp[i][j] = True 41 else: 42 dp[i][j] = False 43 if j - i + 1 >= max_seq_len and dp[i][j]: 44 max_seq_len = j - i + 1 45 max_seq = string[i:j + 1] 46 return max_seq
8 def palindrome_index(s): 9 for i in range(len(s)): 10 if is_palindrome(s[i+1:len(s)-i]): 11 return i 12 13 if is_palindrome(s[i:len(s)-i-1]): 14 return len(s)-i-1