Problem
Our normal words do not have more than two consecutive letters. If there are three or more consecutive letters, this is a tics. Now give a word, from left to right, to find out the starting point and ending point of all tics.
ExampleGiven str = "whaaaaatttsup", return [[2,6],[7,9]].
Explanation:
"aaaa" and "ttt" are twitching letters, and output their starting and ending points.
Given str = "whooooisssbesssst", return [[2,5],[7,9],[12,15]].
Explanation:
"ooo", "sss" and "ssss" are twitching letters, and output their starting and ending points.
public class Solution { /** * @param str: the origin string * @return: the start and end of every twitch words */ public int[][] twitchWords(String str) { //set two boundaries, one pre value, only move the right boundary List> res = new ArrayList<>(); int l = 0, r = 0; char[] strs = str.toCharArray(); char pre = strs[0]; for (int i = 0; i < strs.length; i++) { List
cur = new ArrayList<>(); if (i != 0 && strs[i] != pre) { if (r-l >= 2) { cur.add(l); cur.add(r); res.add(cur); } l = i; r = i; pre = strs[i]; } else if (strs[i] == pre) { r = i; } } //when the last three chars are twitch if (r-l >= 2) { List cur = new ArrayList<>(); cur.add(l); cur.add(r); res.add(cur); } int[][] ans = new int[res.size()][2]; for (int i = 0; i < res.size(); i++) { ans[i][0] = res.get(i).get(0); ans[i][1] = res.get(i).get(1); } return ans; } }
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摘要:使用,利用其按層次操作的性質,可以得到最優解。這樣可以保證這一層被完全遍歷。每次循環取出的元素存為新的字符串。一旦找到和相同的字符串,就返回轉換序列長度操作層數,即。 Problem Given two words (start and end), and a dictionary, find the length of shortest transformation sequence...
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