Cracking the coding interview--Q19.5
The Game of Master Mind is played as follows:
The computer has four slots containing balls that are red (R ), yellow (Y), green (G) or blue (B). For example, the computer might have RGGB (e.g., Slot #1 is red, Slots #2 and #3 are green, Slot #4 is blue).
You, the user, are trying to guess the solution. You might, for example, guess YRGB.When you guess the correct color for the correct slot, you get a "hit". If you guess a color that exists but is in the wrong slot, you get a "pseudo-hit". For example, the guess YRGB has 2 hits and one pseudo hit.
For each guess, you are told the number of hits and pseudo-hits. Write a method that, given a guess and a solution, returns the number of hits and pseudo hits.
译文:
Master Mind游戏规则如下:
4个槽,里面放4个球,球的颜色有4种,红(R ),黄(Y),绿(G),蓝(B)。比如, 给出一个排列RGGB,表示第一个槽放红色球,第二和第三个槽放绿色球,第四个槽放蓝色球。
你要去猜这个排列。比如你可能猜排列是:YRGB。当你猜的颜色是正确的,位置也是正确的, 你就得到一个hit,比如上面第3和第4个槽猜的和真实排列一样(都是GB),所以得到2个hit。 如果你猜的颜色在真实排列中是存在的,但位置没猜对,你就得到一个pseudo-hit。比如, 上面的R,猜对了颜色,但位置没对,得到一个pseudo-hit。
对于你的每次猜测,你会得到两个数:hits和pseudo-hits。写一个函数, 输入一个真实排列和一个猜测,返回hits和pseudo-hits。
这个问题十分直观,但有一个地方需要去向面试官明确一下题意。关于pseudo-hits的定义, 猜对颜色但位置没对,得到一个pseudo-hit,这里是否可以包含重复?举个例子, 比如真实排列是:RYGB,猜测是:YRRR。那么hits很明显为0了。pseudo-hits呢? 猜测中Y对应真实排列中的Y,得到一个pseudo-hits。猜测中有3个R, 而真实排列中只有一个,那这里应该认为得到1个pseudo-hits还是3个? CTCI书认为是3个,想必理由是猜测中的3个R都满足:出现在真实排列中,位置不正确。 所以算3个。但我认为,这里算1个比较合理,真实排列中的R只和猜测中的一个R配对, 剩余的没有配对,不算。弄清题意后,代码就不难写出了。
http://www.bozhiyue.com/yuyan/2016/0614/190284.html
https://github.com/mirandaio/interview-questions/blob/master/moderate/MasterMind.java
Read full article from Cracking the coding interview--Q19.5
The Game of Master Mind is played as follows:
The computer has four slots containing balls that are red (R ), yellow (Y), green (G) or blue (B). For example, the computer might have RGGB (e.g., Slot #1 is red, Slots #2 and #3 are green, Slot #4 is blue).
You, the user, are trying to guess the solution. You might, for example, guess YRGB.When you guess the correct color for the correct slot, you get a "hit". If you guess a color that exists but is in the wrong slot, you get a "pseudo-hit". For example, the guess YRGB has 2 hits and one pseudo hit.
For each guess, you are told the number of hits and pseudo-hits. Write a method that, given a guess and a solution, returns the number of hits and pseudo hits.
译文:
Master Mind游戏规则如下:
4个槽,里面放4个球,球的颜色有4种,红(R ),黄(Y),绿(G),蓝(B)。比如, 给出一个排列RGGB,表示第一个槽放红色球,第二和第三个槽放绿色球,第四个槽放蓝色球。
你要去猜这个排列。比如你可能猜排列是:YRGB。当你猜的颜色是正确的,位置也是正确的, 你就得到一个hit,比如上面第3和第4个槽猜的和真实排列一样(都是GB),所以得到2个hit。 如果你猜的颜色在真实排列中是存在的,但位置没猜对,你就得到一个pseudo-hit。比如, 上面的R,猜对了颜色,但位置没对,得到一个pseudo-hit。
对于你的每次猜测,你会得到两个数:hits和pseudo-hits。写一个函数, 输入一个真实排列和一个猜测,返回hits和pseudo-hits。
这个问题十分直观,但有一个地方需要去向面试官明确一下题意。关于pseudo-hits的定义, 猜对颜色但位置没对,得到一个pseudo-hit,这里是否可以包含重复?举个例子, 比如真实排列是:RYGB,猜测是:YRRR。那么hits很明显为0了。pseudo-hits呢? 猜测中Y对应真实排列中的Y,得到一个pseudo-hits。猜测中有3个R, 而真实排列中只有一个,那这里应该认为得到1个pseudo-hits还是3个? CTCI书认为是3个,想必理由是猜测中的3个R都满足:出现在真实排列中,位置不正确。 所以算3个。但我认为,这里算1个比较合理,真实排列中的R只和猜测中的一个R配对, 剩余的没有配对,不算。弄清题意后,代码就不难写出了。
http://www.bozhiyue.com/yuyan/2016/0614/190284.html
public static class Result {
public int hits;
public int pseudoHits;
public Result(int h, int p) {
hits = h;
pseudoHits = p;
}
public Result() {
}
public String toString() {
return "(" + hits + ", " + pseudoHits + ")";
}
};
public static int code(char c) {
switch (c) {
case 'B':
return 0;
case 'G':
return 1;
case 'R':
return 2;
case 'Y':
return 3;
default:
return -1;
}
}
public static int MAX_COLORS = 4;
public static Result estimate(String guess, String solution) {
if (guess.length() != solution.length()) return null;
Result res = new Result();
int[] frequencies = new int[MAX_COLORS];
/* Compute hits and built frequency table */
for (int i = 0; i < guess.length(); i++) {
if (guess.charAt(i) == solution.charAt(i)) {
res.hits++;
} else {
/* Only increment the frequency table (which will be used for pseudo-hits) if
* it's not a hit. If it's a hit, the slot has already been "used." */
int code = code(solution.charAt(i));
if (code >= 0) {
frequencies[code]++; // 把答案的分布存在frequencies数组中
}
}
}
/* Compute pseudo-hits */
for (int i = 0; i < guess.length(); i++) {
int code = code(guess.charAt(i));
if (code >= 0 && frequencies[code] > 0 && guess.charAt(i) != solution.charAt(i)) {
res.pseudoHits++;
frequencies[code]--;
}
}
return res;
}
https://jixiangsanbao.wordpress.com/2014/08/25/moderate-question-5/| private static int code(char c){ switch (c){ | |
| case 'R': | |
| return 0; | |
| case 'Y': | |
| return 1; | |
| case 'G': | |
| return 2; | |
| case 'B': | |
| return 3; | |
| default: | |
| return -1; | |
| } | |
| } | |
| public static Result countHits(char[] guess, char[] solution) throws Exception{ | |
| if(guess.length != MAX_COLORS || solution.length != MAX_COLORS){ | |
| throw new Exception("input has error"); | |
| } | |
| int[] frequencyTable = new int[MAX_COLORS]; | |
| Result res = new Result(); | |
| //count hits | |
| for(int i = 0; i < MAX_COLORS; i++){ | |
| if(guess[i] == solution[i]){ | |
| res.realHits++; | |
| } | |
| else{ | |
| int code = code(solution[i]); | |
| if(code >= 0){ | |
| frequencyTable[code]++; | |
| } | |
| } | |
| } | |
| //count pseudo hits | |
| for(int i = 0; i < MAX_COLORS; i++){ | |
| //if the char is not a previous hit or previous pseudo hit | |
| int code = code(guess[i]); | |
| if(code >= 0 && guess[i] != solution[i] && frequencyTable[code] > 0){ | |
| res.pseudoHits++; | |
| frequencyTable[code]--; | |
| } | |
| } | |
| return res; | |
| } |
Read full article from Cracking the coding interview--Q19.5