I know similar questions have been asked before but I have found the answers confusing. I am trying to make a program that will find every combination of an array-list with no repetitions and only of the maximum size. If the list has 4 items it should print out only the combinations with all 4 items present. This is what I have so far:
public main(){
UI.initialise();
UI.addButton("Test", this::testCreate);
UI.addButton("Quit", UI::quit);
}
public void createCombinations(ArrayList<String> list, String s, int depth) {
if (depth == 0) {
return;
}
depth --;
for (int i = 0; i < list.size(); i++) {
if (this.constrain(s + "_" + list.get(i), list.size())) {
UI.println(s + "_" + list.get(i));
}
createCombinations(list, s + "_" + list.get(i), depth);
}
}
public void testCreate() {
ArrayList<String> n = new ArrayList<String>();
n.add("A"); n.add("B"); n.add("C"); n.add("D");
this.createCombinations(n , "", n.size());
}
public boolean constrain(String s, int size) {
// Constrain to only the maximum length
if ((s.length() != size*2)) {
return false;
}
// Constrain to only combinations without repeats
Scanner scan = new Scanner(s).useDelimiter("_");
ArrayList<String> usedTokens = new ArrayList<String>();
String token;
while (scan.hasNext()) {
token = scan.next();
if (usedTokens.contains(token)) {
return false;
} else {
usedTokens.add(token);
}
}
// If we fully iterate over the loop then there are no repitions
return true;
}
public static void main(String[] args){
main obj = new main();
}
This prints out the following which is correct:
_A_B_C_D
_A_B_D_C
_A_C_B_D
_A_C_D_B
_A_D_B_C
_A_D_C_B
_B_A_C_D
_B_A_D_C
_B_C_A_D
_B_C_D_A
_B_D_A_C
_B_D_C_A
_C_A_B_D
_C_A_D_B
_C_B_A_D
_C_B_D_A
_C_D_A_B
_C_D_B_A
_D_A_B_C
_D_A_C_B
_D_B_A_C
_D_B_C_A
_D_C_A_B
_D_C_B_A
This works for small lists but is very inefficient for larger ones. I am aware that what I have done is completely wrong but I want to learn the correct way. Any help is really appreciated. Thanks in advance.
P.S. This is not homework, just for interest although I am a new CS student (if it wasn't obvious).