Vengant - 1 year ago 237

Perl Question

What's the best way to generate all combinations of 1 to N digits, where digits could be repeated in the combination? E.g, given array 0..2, the result should be:

0

1

2

00

01

02

10

11

12

20

21

22

000

001

002

010

011

etc.

I've played with Algorithm::Permute, but it looks likt it could generate just unique combinations of N numbers:

`for( my $a = 0; $a < 3; $a++ ) {`

for( my $b = 0; $b < 3; $b++ ) {

my @array = $a..$b;

Algorithm::Permute::permute {

my $Num = join("", @array);

print $Num;

sleep 1;

} @array;

}

}

Thank you.

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Answer Source

As its name suggests,
`Algorithm::Permute`

offers *permutations*. There are many mathematical variations on selecting ** k** items from a population of

It's hard to be certain, but you probably want
`Algorithm::Combinatorics`

Here's some example code that reproduces at least the part of your expected data that you have shown. It's pretty much the same as **zdim's** solution but there may be something extra useful to you here

```
use strict;
use warnings 'all';
use feature 'say';
use Algorithm::Combinatorics 'variations_with_repetition';
my @data = 0 .. 2;
for my $k ( 1 .. @data ) {
say @$_ for variations_with_repetition(\@data, $k);
}
```

```
0
1
2
00
01
02
10
11
12
20
21
22
000
001
002
010
011
012
020
021
022
100
101
102
110
111
112
120
121
122
200
201
202
210
211
212
220
221
222
```

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