TheAlgorithms-C/leetcode/src/3.c

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2019-08-25 01:08:45 +08:00
int lengthOfLongestSubstring(char* str) {
int n = strlen(str);
if(!n) return 0;
int L_len = 1; // lenght of longest substring
int C_len = 1; // lenght of current substring
int P_ind, i; // P_ind for previous index
int visited[256]; // visited will keep track of visiting char for the last instance.
// since there are 256 ASCII char, its size is limited to that value.
memset(visited, -1, sizeof(int) * 256);
visited[str[0]] = 0; // the index of that char will tell us that when it was visited.
for (i = 1; i < n; i++)
{
P_ind = visited[str[i]];
if (P_ind == -1 || i - C_len > P_ind)
C_len++; // if the current char was not visited earlier, or it is not the part of current substring
else
{ // otherwise, we need to change the current/longest substring length
if (C_len > L_len) L_len = C_len;
C_len = i - P_ind;
}
visited[str[i]] = i;
}
if (C_len > L_len) L_len = C_len;
return L_len;
}
/* Brute force */
int lengthOfLongestSubstring(char * s){
int cur_max = 0, max = 0;
int counter[255];
int end = 0;
memset(counter, 0, sizeof(int) *255);
while (end < strlen(s)) {
if (counter[s[end]] == 0) {
counter[s[end]]++;
end++;
cur_max++;
} else {
char c = s[end];
memset(counter, 0, 255 * sizeof(int));
if (cur_max >= max)
max = cur_max;
cur_max = 0;
while(s[end - 1] != c)
end--;
}
}
if (cur_max >= max)
max = cur_max;
return max;
}