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📁 浙江大学计算机学院数据结构课程的教学课件
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<pre align="left"><font face="Arial, Helvetica, sans-serif" size="4" color="#000000"><b>
【<font color="#FF0000">definition</font>】 A min-leftist tree (max leftist tree) is a leftist tree in 
 which the key value in each node is no large ( smaller ) than the key
 value in its children ( if any ). In other words. a min (max) leftist tree
 is a leftist that is also a min ( max ) tree

                    <img src="image/text9-n0.gif" width="428" height="139">            

<i><font color="#FF0000">insert  x  -->   min-leftist b </font></i>
    *  create a min-leftist a that contains the single element x
    *  combine a and b

<i><font color="#FF0000">delete the min element  <--  a</font></i>
    * combine a->left_child  and a->right_child 
    * delete node a

<i><font color="#FF0000">combine a and b</font></i>
   *  obtain a new binary tree containing all elements in a and b
      following the rightmost path in a and/or b. (the key in each node 
      is no larger than the key in its children )
   *  interchange the left and right subtree of nodes as necessary 
      to convert this binary tree into a leftist tree

</b></font></pre>
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