use*_*642 9 java algorithm combinations
我有n套.每个集合都有不同数量的元素.我想写一个算法,它给出了所有可能的组合.例如:让我们说:
S1={1,2}, S2={A,B,C}, S3={$,%,£,!}
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组合应该看起来像
C1={1,A,$}
C2={1,A,%}
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....等等可能的组合数量 2*3*4 = 24
请帮我用Java编写这个算法.
提前谢谢了
kri*_*lid 13
递归是你的朋友:
public class PrintSetComb{
public static void main(String[] args){
String[] set1 = {"1","2"};
String[] set2 = {"A","B","C"};
String[] set3 = {"$", "%", "£", "!"};
String[][] sets = {set1, set2, set3};
printCombinations(sets, 0, "");
}
private static void printCombinations(String[][] sets, int n, String prefix){
if(n >= sets.length){
System.out.println("{"+prefix.substring(0,prefix.length()-1)+"}");
return;
}
for(String s : sets[n]){
printCombinations(sets, n+1, prefix+s+",");
}
}
}
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回答OP关于将其概括为对象集的问题:
import java.util.Arrays;
public class PrintSetComb{
public static void main(String[] args){
Integer[] set1 = {1,2};
Float[] set2 = {2.0F,1.3F,2.8F};
String[] set3 = {"$", "%", "£", "!"};
Object[][] sets = {set1, set2, set3};
printCombinations(sets, 0, new Object[0]);
}
private static void printCombinations(Object[][] sets, int n, Object[] prefix){
if(n >= sets.length){
String outp = "{";
for(Object o: prefix){
outp = outp+o.toString()+",";
}
System.out.println(outp.substring(0,outp.length()-1)+"}");
return;
}
for(Object o : sets[n]){
Object[] newPrefix = Arrays.copyOfRange(prefix,0,prefix.length+1);
newPrefix[newPrefix.length-1] = o;
printCombinations(sets, n+1, newPrefix);
}
}
}
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最后是一个迭代变体.它基于增加计数器数组,计数器在达到集合大小时进行包装和携带:
import java.util.Arrays;
public class PrintSetCombIterative{
public static void main(String[] args){
String[] set1 = {"1","2"};
String[] set2 = {"A","B","C"};
String[] set3 = {"$", "%", "£", "!"};
Object[][] sets = {set1, set2, set3};
printCombinations(sets);
}
private static void printCombinations(Object[][] sets){
int[] counters = new int[sets.length];
do{
System.out.println(getCombinationString(counters, sets));
}while(increment(counters, sets));
}
private static boolean increment(int[] counters, Object[][] sets){
for(int i=counters.length-1;i>=0;i--){
if(counters[i] < sets[i].length-1){
counters[i]++;
return true;
} else {
counters[i] = 0;
}
}
return false;
}
private static String getCombinationString(int[] counters, Object[][] sets){
String combo = "{";
for(int i = 0; i<counters.length;i++){
combo = combo+sets[i][counters[i]]+",";
}
return combo.substring(0,combo.length()-1)+"}";
}
}
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