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来自「浙江大学计算机学院数据结构课程的教学课件」· HTM 代码 · 共 48 行

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<pre align="left"><font face="Arial, Helvetica, sans-serif" size="4" color="#000000"><b>
<font color="#FF0000">ABSTRACT DATA TYPE</font>
-----------------------------------------------------------------------------------------
structure <font color="#FF0000">MaxHeap </font>is
    <font color="#0033CC">objects</font>:a complete binary tree of n>0 elements organized 
                  so that the value in each node is   at least as large
                  as those in its children
    <font color="#0033CC">function:</font>
	  for all heap <img src="IMAGE/belong.gif" width="13" height="12">  MaxHeap,  item <img src="IMAGE/belong.gif" width="13" height="12"> Element,  n, max_size <img src="IMAGE/belong.gif" width="13" height="12"> integer
   <font color="#FF0000"> 
   MaxHeap create(max_size)</font>   ::= create an empty heap that 
                                                             can hold a maximum of 
                                                             max_size  elements.
<font color="#FF0000">    Boolean HeapFull(heap,n)  </font> ::= if (n == max_size) return
                                                             TRUE   else return FLASE
 <font color="#FF0000">   MaxHeap Insert(heap,item,n)<font color="#000000">:</font></font><font color="#000000">:</font>= if ( !HeapFull (heap,n))
                                                              insert item into heap and 
                                                              return the resulting heap 
                                                              else return  error
 <font color="#FF0000">   Boolean HeapEmpty(heap,n)</font>::= if ( n>0 ) return TRUE
                                                              else return FALSE
   <font color="#FF0000"> Element Delete(heap,n) </font>        ::=  if ( !HeapEmpty(heap,n) 
                                                              return one instance of the
                                                              largest   element in the 
                                                              heap and remove  it from 
                                                              the heap else return error.

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