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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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<div id="Layer1" style="position:absolute; width:711px; height:21px; z-index:1; top: 10px; background-color: #CCCCCC; layer-background-color: #CCCCCC; border: 1px none #000000; left: 26px"><b>|</b><font face="宋体" size="2"><a href="../text1/text1-0.htm">第一章</a></font><b>|</b><font face="宋体" size="2"><a href="../text2/text2-0.htm">第二章</a></font><b>|</b><font face="宋体" size="2">第三章</font><b>|</b><font face="宋体" size="2"><a href="../text4/text4-0.htm">第四章</a></font><b>|</b><font face="宋体" size="2"><a href="../text5/text5-0.htm">第五章</a></font><b>|</b><font face="宋体" size="2"><a href="../text6/text6-0.htm">第六章</a></font><b>|</b><font face="宋体" size="2"><a href="../text7/text7-0.htm">第七章</a></font><b>|</b><font face="宋体" size="2"><a href="../text8/text8-0.htm">第八章</a></font><b>|</b><font face="宋体" size="2"><a href="../text9/text9-0.htm">第九章</a></font><b>|</b><font face="宋体" size="2"><a href="../text10/text10-0.htm">第十章</a></font><b>|</b><font size="2" face="宋体"><a href="../textA/textA-0.htm">算法分析</a><b><font color="#000000">|</font></b> 
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<font face="Arial, Helvetica, sans-serif" size="5" color="#FF0033"><b>3.5  Multiple Stacks and Queues  

</b></font><b><font face="Arial, Helvetica, sans-serif" size="4" color="#000000">#define MEMORY_SIZE  100 <i><font size="3" color="#FF0099"> /* size of memory */</font></i>
#define MAX_STACKS 10      <i><font size="3" color="#FF0099"> /* max number of stacks plus 1*/</font></i>
                                                     <i><font size="3" color="#FF0099">/* global memory declaration */</font></i>
element memory [ MEMORY_SIZE ];
int top [ MAX_STACKS ];
int boundary [ MAX_STACKS ];
int  n ;                                       <i><font size="3" color="#FF0099">  /* number of stacks entered by the user */</font></i>

<img src="image/mulstack.gif" width="570" height="109" hspace="80">
<font color="#ff0033"> All stacks are empty and divided into roughly equal segments
  </font>
          top [ 0] = boundary [ 0] = -1;
                for ( i = 1;  i < n;  i ++ )
                      top [ i ] = boundary [ i ] =  (MEMORY_SIZE / n ) * i;
               boudary [n ] = MEMORY_SIZE -1;
  
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