Given a string containing digits from 2-9 inclusive, return all
possible letter combinations that the number could represent.A mapping of digit to letters (just like on the telephone buttons) is
given below. Note that 1 does not map to any letters.Example:
Input: "23" Output: ["ad", "ae", "af", "bd", "be", "bf", "cd", "ce",
"cf"]. Note:Although the above answer is in lexicographical order, your answer
could be in any order you want.是一个不定层的循环问题,而且内层要有外层的状态
可以通过递归解决
List<String> ret=new ArrayList();List<List<Character>> list=new ArrayList(){ { add(Arrays.asList('a','b','c')); add(Arrays.asList('d','e','f')); add(Arrays.asList('g','h','i')); add(Arrays.asList('j','k','l')); add(Arrays.asList('m','n','o')); add(Arrays.asList('p','q','r','s')); add(Arrays.asList('t','u','v')); add(Arrays.asList('w','x','y','z')); }};public List<String> letterCombinations(String digits) { if(digits==null || digits.length()==0) return ret; ref("",digits); return ret;}private void ref(String s,String digits){ if(digits.length()==0) { ret.add(s); return; } List<Character> clist=list.get(digits.charAt(0)-'2'); for(char c:clist){ ref(s+c,digits.substring(1)); }}
想写非递归的写法,如果用深度遍历考虑的话会比较困难,需要保存中间态,可以看成不断对上一状态的广度遍历
public List<String> letterCombinations(String digits) { List<String> ret=new ArrayList(); if(digits.length()<=0) return ret; List<List<Character>> list=new ArrayList(){ { add(Arrays.asList('a','b','c')); add(Arrays.asList('d','e','f')); add(Arrays.asList('g','h','i')); add(Arrays.asList('j','k','l')); add(Arrays.asList('m','n','o')); add(Arrays.asList('p','q','r','s')); add(Arrays.asList('t','u','v')); add(Arrays.asList('w','x','y','z')); } }; ret.add(""); char[] array=digits.toCharArray(); for(int i=0;i<array.length;i++){ List<String> ret1=new ArrayList(); for(char c:list.get(array[i]-'2')){ for(String s:ret){ ret1.add(s+String.valueOf(c)); } } ret=ret1; } return ret;}