📄 mathematica教程.htm

📁 一本介绍mathmeitica的教材
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    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/4.4.1.htm"><FONT face=新宋体 
      size=2>4.图形的重绘和组合</FONT></A></TD>
    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>重新显示所绘图形，将多个图形组合在一起。</FONT></TD></TR>
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    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/4.5.1.htm"><FONT face=新宋体 
      size=2>5.三维图形的绘制</FONT></A></TD>
    <TD 
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    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>三维图形的绘制，三维参数方程的图形，三维图形的设置。</FONT></TD></TR>
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    colSpan=2 height=15>
      <P align=center><FONT face=华文细黑 color=#800000 size=4><B>第5章 
      微积分的基本操作</B></FONT></P></TD></TR>
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    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/5.1.1.htm"><FONT face=新宋体 
      size=2>1.函数的极限</FONT></A></TD>
    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>如何求函数的极限</FONT></TD></TR>
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    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/5.2.1.htm"><FONT face=新宋体 
      size=2>2.导数与微分</FONT></A></TD>
    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>如何求函数的导数，微分。</FONT></TD></TR>
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    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/5.3.1.htm"><FONT face=新宋体 
      size=2>3.定积分</FONT></A><FONT face=新宋体 size=2><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/5.3.1.htm">与不定积分</A></FONT></TD>
    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>如何求函数的不定积分和定积分，以及数值积分。</FONT></TD></TR>
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    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=14><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/5.4.1.htm"><FONT face=新宋体 
      size=2>4.多变量函数的微分</FONT></A></TD>
    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=14><FONT 
      color=#ff00ff size=2>如何求多元函数的偏导数，微分</FONT></TD></TR>
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    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/5.5.1.htm"><FONT face=新宋体 
      size=2>5.多变量函数的积分</FONT></A></TD>
    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>如何计算重积分</FONT></TD></TR>
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    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/5.5.1.htm"><FONT face=新宋体 
      size=2>6.无穷级数</FONT></A></TD>
    <TD 
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    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>无穷级数的计算，敛散性的判断</FONT></TD></TR>
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    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15>　</TD>
    <TD 
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    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15>　</TD></TR>
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    <TD 
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    colSpan=2 height=12>
      <P align=center><FONT face=华文细黑 color=#800000 size=4><B>第6章 
      微分方程的求解</B></FONT></P></TD></TR>
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    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/6.1.1.htm"><FONT face=新宋体 
      size=2>1.微分方程的解</FONT></A></TD>
    <TD 
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    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>微分方程的求解</FONT></TD></TR>
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    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/6.2.1.htm"><FONT face=新宋体 
      size=2>2.微分方程的数值解</FONT></A></TD>
    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    borderColor=#3333ff borderColorLight=#ffffff width="82%" height=15><FONT 
      color=#ff00ff size=2>如何求微分方程的数值解</FONT></TD></TR>
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    width="18%" height=15>　</TD>
    <TD 
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    width="82%" height=15>　</TD></TR>
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    <TD 
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    width="100%" bgColor=#6699ff colSpan=2 height=12>
      <P align=center><FONT face=华文细黑 color=#800000 size=4><B>第7章 
      Mathematica程序设计</B></FONT></P></TD></TR>
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    width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/8.1.1.htm"><FONT face=新宋体 
      size=2>1.模块</FONT></A></TD>
    <TD 
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    width="82%" height=15><FONT color=#ff00ff 
  size=2>&nbsp;模块的概念和定义方法</FONT></TD></TR>
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    width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/8.2.1.htm"><FONT face=新宋体 
      size=2>2.条件结构</FONT></A></TD>
    <TD 
    style="BORDER-RIGHT: #000000 1px solid; BORDER-TOP: #000000 1px solid; BORDER-LEFT: #000000 1px solid; PADDING-TOP: 0px; BORDER-BOTTOM: #000000 1px solid" 
    width="82%" height=15><FONT color=#ff00ff 
    size=2>&nbsp;条件结构的使用和定义方法</FONT></TD></TR>
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    width="18%" height=15><A 
      href="http://www.math.sjtu.edu.cn/mathematica教程/8.3.1.htm"><FONT face=新宋体 
      size=2>3.循环结构</FONT></A></TD>
    <TD 
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    width="82%" height=15><FONT color=#ff00ff 
size=2>&nbsp;循环结构的使用</FONT></TD></TR>
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    width="18%" height=15>　</TD>
    <TD 
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    width="82%" height=15>　</TD></TR>
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    width="100%" bgColor=#6699ff colSpan=2 height=15>
      <P align=center><FONT face=华文细黑 color=#800000 size=4><B>&nbsp;第8章&nbsp; 
      Mathematica中的常用函数</B></FONT></P></TD></TR>
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    width="18%" height=15><FONT color=#3333ff size=2>1.<A
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