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 06182010, 08:30 AM #1Member
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All possible combinations given a binary number
Hi all,
I have a 2D array which represents the binary numbers.
Given a 2D array of [count][posvalues], count refers to the number of binary, and posvalues refer to the possible values of each binary.
Ex. binary num: [0, 1] [0,1] [0,1]
Count = 3
Possible Values = 2 (given by 0 and 1)
I want to find all the possible combinations of everything in the array using a Recursive solution, but I'm having a hard time.
Please help me, it's driving me crazy!
Thank you!
 06182010, 08:41 AM #2
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 06182010, 08:43 AM #3Member
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Hi JosAH, thanks for replying.
Thank you for that, although to confirm, I am looking for the 000, 001, 010, ..., etc. I want to print those possible combinations.
Thank you again.
 06182010, 08:48 AM #4
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 06182010, 08:52 AM #5Member
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Hi JosAH, thanks again for replying.
Yes, I want them all. For example, I have count == 3;
Then my wanted output would be:
0 0 0
0 0 1
0 1 0
0 1 1
1 0 0
1 0 1
1 1 0
1 1 1
I am having a hard time implementing it on the 2D array specified above. The reason that I am using a 2D array is because the values may not just be (0 and 1). It can have 2 values. For example: n = 2, and possible values = 0, 1, 2
0 0
0 1
0 2
1 0
1 1
1 2
2 0
2 1
2 2
Or something like that.
Thanks again.Last edited by LeanA; 06182010 at 08:55 AM.
 06182010, 09:19 AM #6
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It's still just counting given a certain radix; e.g. suppose you have the number 012 and the allowed values are 0, 1, and 2; you start from the right and check if the digit < 2; if not reset the digit and move to the left; if so, increment the digit and stop; so 012 > 020. The following example illustrates the algorithm:
Java Code:import java.util.Arrays; public class Combination { public static int[] next(int[] current, int radix) { int[] n= new int[current.length]; for (int i= n.length; i > 0;) { if (current[i]+1 == radix) n[i]= 0; else { n[i]= current[i]+1; for (; i > 0; n[i]= current[i]); return n; } } return null; } public static void main(String[] args) { int N= 4, M= 3; // values 0, 1, 2, 3 (<N), we want M=3 of them int[] a= new int[M]; do { System.out.println(Arrays.toString(a)); } while ((a= next(a, N)) != null); } }
Jos
 06182010, 09:57 AM #7
Crap, someone beat me to it. I have a bit of semipseudocode that I threw together using Python as a test base that you might find helpful. Just putting this here so that my staying up till 1:30am wasn't in vain!
Java Code:public void printcombos(int n, int[] posvalues, int base, int[] values) { // N is your count; // Posvalues is an int array of possible values; // Base is the base counter for the posvalues index to display; start this at zero; // Values is an array of values to display; start this as blank {}. for (int i = 0; i < posvalues.length; i++) { newvals = arraycopy(values); newvals.push(posvalues[i]); if (base <= len(posvalues)) { printcombos(n,posvalues,base + 1,newvals); } if (newvals.length == n) { System.out.println(Array.toString(newvals)); } } } // Call this function using: // printcombos(2,{0,1,2},0,{});
(PS: That's quite a bit of code, Jos. Top marks. Not sure that the do/while counts as recursion, though...)Last edited by Zack; 06182010 at 09:58 AM. Reason: Added my PS! ;)
 06182010, 10:04 AM #8
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 06182010, 10:16 AM #9Member
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Hi JosAH and Zack,
Thank you for those code. Although a little different from what I am aiming for, I think that I can try to modify those.
What I really am aiming for is something like this (inputting the 2D array to the function):
Java Code:public static void PrintPossibleKeys(String[][] possiblecombo) { //Recursively iterate through the 2D array then print every possible combination }
 06182010, 06:33 PM #10Member
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Hi all,
I finally solved this problem. Here is the recursive printing of the values:
Java Code:public static void PrintPossibleKeys(String[][] possibledecrypted, int i, int j, int max, int index, String curstring) { if((i+1) == max) { for(int c = 0; c < index; c++) { System.out.println("Test: " + curstring + " " + possibledecrypted[i][c]); } } else { for(int b = 0; b < index; b++) { PrintPossibleKeys(possibledecrypted, (i+1), 0, max, index, (curstring) + " " + possibledecrypted[i][b]); } } }
Thank you all!
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