$len = 10; // total number of numbers
$min = 100; // minimum
$max = 999; // maximum
$range = []; // initialize array
foreach (range(0, $len - 1) as $i) {
while(in_array($num = mt_rand($min, $max), $range));
$range[] = $num;
}
print_r($range);
I was interested to see how the accepted answer stacks up against mine. It's useful to note, a hybrid of both may be advantageous; in fact a function that conditionally uses one or the other depending on certain values:
# The accepted answer
function randRange1($min, $max, $count)
{
$numbers = range($min, $max);
shuffle($numbers);
return array_slice($numbers, 0, $count);
}
# My answer
function randRange2($min, $max, $count)
{
$i = 0;
$range = array();
while ($i++ < $count) {
while(in_array($num = mt_rand($min, $max), $range));
$range[] = $num;
}
return $range;
}
echo 'randRange1: small range, high count' . PHP_EOL;
$time = microtime(true);
randRange1(0, 9999, 5000);
echo (microtime(true) - $time) . PHP_EOL . PHP_EOL;
echo 'randRange2: small range, high count' . PHP_EOL;
$time = microtime(true);
randRange2(0, 9999, 5000);
echo (microtime(true) - $time) . PHP_EOL . PHP_EOL;
echo 'randRange1: high range, small count' . PHP_EOL;
$time = microtime(true);
randRange1(0, 999999, 6);
echo (microtime(true) - $time) . PHP_EOL . PHP_EOL;
echo 'randRange2: high range, small count' . PHP_EOL;
$time = microtime(true);
randRange2(0, 999999, 6);
echo (microtime(true) - $time) . PHP_EOL . PHP_EOL;
The results:
randRange1: small range, high count
0.019910097122192
randRange2: small range, high count
1.5043621063232
randRange1: high range, small count
2.4722430706024
randRange2: high range, small count
0.0001051425933837
If you're using a smaller range and a higher count of returned values, the accepted answer is certainly optimal; however as I had expected, larger ranges and smaller counts will take much longer with the accepted answer, as it must store every possible value in range. You even run the risk of blowing PHP's memory cap. A hybrid that evaluates the ratio between range and count, and conditionally chooses the generator would be the best of both worlds.