有谁知道创建一个递归函数来生成给定单词中所有大写字母组合的逻辑吗?我试图做到这一点在Java中......对于〔实施例,给它一个字“奔”,它输出:递归函数生成一个单词中所有大写字母的组合
Ben
bEn
beN
BEn
BeN
bEN
BEN
但对于任何长度的字...任何帮助赞赏!
有谁知道创建一个递归函数来生成给定单词中所有大写字母组合的逻辑吗?我试图做到这一点在Java中......对于〔实施例,给它一个字“奔”,它输出:递归函数生成一个单词中所有大写字母的组合
Ben
bEn
beN
BEn
BeN
bEN
BEN
但对于任何长度的字...任何帮助赞赏!
这里有一个提示:
000 # ben
001 # beN
010 # bEn
011 # bEN
100 # Ben
101 # BeN
110 # BEn
111 # BEN
编辑:
一些更多的提示:
n
是你的字符串的长度);String
的toCharArray()
编辑2:
既然是没有家庭作业,这里是你如何能做到这一点(反复)在Java中的小演示:
import java.util.*;
public class Main {
public static void main(String[] args) {
int n = 1;
for(String combination : new CombinationIterator("ben")) {
System.out.println((n++)+" = "+combination);
}
System.out.println("-------------");
n = 1;
for(String combination : new CombinationIterator("test?", "TEST!")) {
System.out.println((n++)+" = "+combination);
}
}
}
class CombinationIterator implements Iterator<String>, Iterable<String> {
protected final String zeros;
protected final String ones;
private int current;
public CombinationIterator(String word) {
this(word.toLowerCase(), word.toUpperCase());
}
public CombinationIterator(String zeros, String ones) {
this.zeros = zeros;
this.ones = ones;
this.current = 0;
}
@Override
public boolean hasNext() {
return current < (int)Math.pow(2, zeros.length());
}
@Override
public Iterator<String> iterator() {
return this;
}
@Override
public String next() {
if(!hasNext()) {
throw new NoSuchElementException("No such combintion: "+current+" in '"+zeros+"'");
}
char[] chars = zeros.toCharArray();
for(int i = zeros.length()-1, bit = 1; i >= 0; i--, bit <<= 1) {
if((bit & current) != 0) {
chars[i] = ones.charAt(i);
}
}
current++;
return new String(chars);
}
@Override
public void remove() {
throw new UnsupportedOperationException();
}
}
输出:
1 = ben
2 = beN
3 = bEn
4 = bEN
5 = Ben
6 = BeN
7 = BEn
8 = BEN
-------------
1 = test?
2 = test!
3 = tesT?
4 = tesT!
5 = teSt?
6 = teSt!
7 = teST?
8 = teST!
9 = tEst?
10 = tEst!
11 = tEsT?
12 = tEsT!
13 = tESt?
14 = tESt!
15 = tEST?
16 = tEST!
17 = Test?
18 = Test!
19 = TesT?
20 = TesT!
21 = TeSt?
22 = TeSt!
23 = TeST?
24 = TeST!
25 = TEst?
26 = TEst!
27 = TEsT?
28 = TEsT!
29 = TESt?
30 = TESt!
31 = TEST?
32 = TEST!
因为我认为它将不得不处理不同长度的单词......并且我看到你在做什么,但仍然不确定如何实现它我想...大声笑 – Ben 2009-11-14 12:09:08
我不愿发布太多提示,因为这显然是一项家庭作业。我鼓励你先自己尝试一些事情。当你遇到问题时回复(编辑你的问题)。 – 2009-11-14 12:17:21
在伪代码(当然,Python的实际,但它接近伪代码作为真正的语言获得):
def recurse (pref,suff):
# If no characters left, just print prefix.
if suff == "":
print pref
return
# Otherwise add lowercase of first suffix letter to prefix
# and recur with that and the remainder of the suffix.
# Then do the same for uppercase.
# If you wanted smarts, this is where you'd detect if the
# upper and lower were the same and only recurse once.
recurse (pref + suff[0:1].lower(), suff[1:])
recurse (pref + suff[0:1].upper(), suff[1:])
# Test the function with "Ben".
recurse ("","beN")
此输出:
ben
beN
bEn
bEN
Ben
BeN
BEn
BEN
它的工作方式是相对简单的(最递归解决方案一旦你了解他们)。
开始条件是当您没有前缀和后缀时,您需要迭代以获取混合大小写的所有不同可能性。
终止条件就是当没有字母选择两种情况时。
其他所有情况下,您只需重复两次,一次使用小写字母,一次使用上限。
请记住,这不会正确处理非字母字符,它只是为了向您展示逻辑是如何工作的。例如,对于字符串“a!”,即使“!”也会得到四行输出,大小写相同。
为了妥善处理,你可以使用:
def recurse (pref,suff):
# If no characters left, just print prefix.
if suff == "":
print pref
return
# Otherwise add lowercase of first suffix letter to prefix
# and recur with that and the remainder of the suffix.
# Then do the same for uppercase.
# We also detect if the upper and lower are the same
# and only recurse once.
if suff[0:1].lower() == suff[0:1].upper():
recurse (pref + suff[0:1], suff[1:])
else:
recurse (pref + suff[0:1].lower(), suff[1:])
recurse (pref + suff[0:1].upper(), suff[1:])
# Test the function with "Ben!!!".
recurse ("","beN!!!")
只给了8行,而不是64。
Java中的等价物,因为这不是功课,就是:
public class test {
public static void recurse (String pref, String suff) {
if (suff.length() == 0) {
System.out.println (pref);
return;
}
String first = suff.substring(0,1);
String rest = suff.substring(1);
if (first.toLowerCase().equals(first.toUpperCase())) {
recurse (pref + first, rest);
} else {
recurse (pref + first.toLowerCase(), rest);
recurse (pref + first.toUpperCase(), rest);
}
}
public static void main(String[] args) {
recurse ("","beN!!!");
}
}
感谢您在Python中的递归课程:)我是Python的新手,但必须同意它为一个很棒的可执行伪代码。 – 10ToedSloth 2009-11-14 13:36:14
是的,我经常在Python中计算算法,因为(1)它具有与Java相同类型的数据结构,集合等; (2)vim和python的启动速度比Eclipse快得多:-) – paxdiablo 2009-11-15 15:04:39
为“本”,可以通过连接下面的两个列表进行产出清单:
您可以基于此方法的递归定义。
这是一种功课吗? – 2009-11-14 12:05:32
不是,它是一个个人项目:) – Ben 2009-11-14 12:09:42