I\'m working on a Free Code Camp problem - http://www.freecodecamp.com/challenges/bonfire-no-repeats-please
The problem description is as follows -
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Thanks Lurai for great suggestion. It took a while and is a bit lengthy but here's my solution (it passes all test cases at FreeCodeCamp after converting to JavaScript of course) - apologies for crappy variables names (learning how to be a bad programmer too ;)) :D
import java.util.ArrayList;
import java.util.HashMap;
import java.util.Map;
public class PermAlone {
public static int permAlone(String str) {
int length = str.length();
int total = 0;
int invalid = 0;
int overlap = 0;
ArrayList vals = new ArrayList<>();
Map chars = new HashMap<>();
// obtain individual characters and their frequencies from the string
for (int i = 0; i < length; i++) {
char key = str.charAt(i);
if (!chars.containsKey(key)) {
chars.put(key, 1);
}
else {
chars.put(key, chars.get(key) + 1);
}
}
// if one character repeated set total to 0
if (chars.size() == 1 && length > 1) {
total = 0;
}
// otherwise calculate total, invalid permutations and overlap
else {
// calculate total
total = factorial(length);
// calculate invalid permutations
for (char key : chars.keySet()) {
int len = 0;
int lenPerm = 0;
int charPerm = 0;
int val = chars.get(key);
int check = 1;
// if val > 0 there will be more invalid permutations to calculate
if (val > 1) {
check = val;
vals.add(val);
}
while (check > 1) {
len = length - check + 1;
lenPerm = factorial(len);
charPerm = factorial(check);
invalid = lenPerm * charPerm;
total -= invalid;
check--;
}
}
// calculate overlaps
if (vals.size() > 1) {
overlap = factorial(chars.size());
for (int val : vals) {
overlap *= factorial(val);
}
}
total += overlap;
}
return total;
}
// helper function to calculate factorials - not recursive as I was running out of memory on the platform :?
private static int factorial(int num) {
int result = 1;
if (num == 0 || num == 1) {
result = num;
}
else {
for (int i = 2; i <= num; i++) {
result *= i;
}
}
return result;
}
public static void main(String[] args) {
System.out.printf("For %s: %d\n\n", "aab", permAlone("aab")); // expected 2
System.out.printf("For %s: %d\n\n", "aaa", permAlone("aaa")); // expected 0
System.out.printf("For %s: %d\n\n", "aabb", permAlone("aabb")); // expected 8
System.out.printf("For %s: %d\n\n", "abcdefa", permAlone("abcdefa")); // expected 3600
System.out.printf("For %s: %d\n\n", "abfdefa", permAlone("abfdefa")); // expected 2640
System.out.printf("For %s: %d\n\n", "zzzzzzzz", permAlone("zzzzzzzz")); // expected 0
System.out.printf("For %s: %d\n\n", "a", permAlone("a")); // expected 1
System.out.printf("For %s: %d\n\n", "aaab", permAlone("aaab")); // expected 0
System.out.printf("For %s: %d\n\n", "aaabb", permAlone("aaabb")); // expected 12
System.out.printf("For %s: %d\n\n", "abbc", permAlone("abbc")); //expected 12
}
}