快速排序是排序中常用的,效率据说还不错,它使用分治算法实现
将一个大的需要排序的序列,分成两个较小的序列!怎么分呢,需要从序列中找出一个元素作为参考元素,通常的做法是拿第一个元素作为参考元素。当一个序列只有一个元素或者零个元素,就说明这个序列已经排序好 。
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" alt="" />
步骤:
1,用一个元素作为参考元
2,分割序列,形成小于参考元和大于参考元的元素
3,分别对校园和大于两个序列使用同样的排序算法完成排序(递归调用)
4,合并左,参考元,和右元素即可
<?php
/**
* 快速排序
* PHP Version 5.3.13
*/
header("Content-type:text/html;charset=utf-8");
function quicksort($list){
$len = count($list);
// 定义递归出口
if($len <= 1){
return $list;
}
$one = $list[0];
// 定义两个序列
$left = $right = array();
for($i=1;$i<$len;++$i){
if($list[$i] < $one){
$left[] = $list[$i];
}else{
$right[] = $list[$i];
}
}
$left = quicksort($left);
$right = quicksort($right);
$result = array_merge($left,array($one),$right);
return $result;
}
$arr = array(45,10,20,30,40,50,60);
echo '排序前:',print_r($arr);
echo '<hr/>';
echo '排序后:',print_r(quicksort($arr));
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" alt="" />
在运行程序过程中,因为不小心小错一段代码,而产生一个错误,让我感觉到程序的严谨之重要性,他的任何发生我们都要去监控。
Notice: Undefined offset: 0 in D:\lcc\quicksort.php on line 10