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📄 多项式的加减运算.htm

📁 多项式的加减运算特别实现(c实现)
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          <TD align=left width="100%" height=21>1.多项式的加减运算
            <P><FONT color=#0000ff>问题</FONT>:使用链表操作实现多项式的加减运算。</P>
            <P><FONT 
            color=#0000ff>算法</FONT>:链表的基本操作,包括插入、删除、合并等操作,下面是实现加减法的核心程序。</P>
            <P>typedef struct Polyn<BR>{<BR>&nbsp;float coef; /* 系数 
            */<BR>&nbsp;int expn; /* 幂 */<BR>&nbsp;struct Polyn *next; /* 
            下一节点的指针 */<BR>} Polyn;</P>
            <P>Polyn *add(Polyn *heada,Polyn *headb)<BR>{<BR>&nbsp;Polyn 
            *headc,*p,*q,*s,*r;<BR>&nbsp;float 
            x;<BR>&nbsp;p=heada;q=headb;<BR>&nbsp;headc=(Polyn 
            *)malloc(sizeof(Polyn));<BR>&nbsp;r=headc;<BR>&nbsp;while 
            (p!=NULL&amp;&amp;q!=NULL)<BR>&nbsp;{<BR>&nbsp; 
            if(p-&gt;expn==q-&gt;expn) /* 指数相等 */<BR>&nbsp; 
            {<BR>&nbsp;&nbsp;&nbsp; 
            x=p-&gt;coef+q-&gt;coef;<BR>&nbsp;&nbsp;&nbsp; 
            if(x!=0)<BR>&nbsp;&nbsp;&nbsp; {<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            s=(Polyn *)malloc(sizeof(Polyn));<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            s-&gt;coef=x;<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            s-&gt;expn=p-&gt;expn;<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            r-&gt;next=s;<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            r=s;<BR>&nbsp;&nbsp;&nbsp; }<BR>&nbsp;&nbsp;&nbsp; 
            p=p-&gt;next;<BR>&nbsp;&nbsp;&nbsp; q=q-&gt;next;<BR>&nbsp; 
            }<BR>&nbsp; else /* 比较的时候已经通过sort函数按多项式的幂排序 */<BR>&nbsp;&nbsp;&nbsp; 
            if(p-&gt;expn&lt;q-&gt;expn) /* 总是记录幂大者的信息 */<BR>&nbsp;&nbsp;&nbsp; 
            {<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; s=(Polyn 
            *)malloc(sizeof(Polyn));<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            s-&gt;coef=q-&gt;coef;<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            s-&gt;expn=q-&gt;expn; /* 记录q指针的信息 
            */<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            r-&gt;next=s;<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            r=s;<BR>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            q=q-&gt;next;<BR>&nbsp;&nbsp;&nbsp; }<BR>&nbsp; else<BR>&nbsp; 
            {<BR>&nbsp;&nbsp;&nbsp; s=(Polyn 
            *)malloc(sizeof(Polyn));<BR>&nbsp;&nbsp;&nbsp; 
            s-&gt;coef=p-&gt;coef;<BR>&nbsp;&nbsp;&nbsp; s-&gt;expn=p-&gt;expn; 
            /* 记录p指针的信息 */<BR>&nbsp;&nbsp;&nbsp; 
            r-&gt;next=s;<BR>&nbsp;&nbsp;&nbsp; r=s;<BR>&nbsp;&nbsp;&nbsp; 
            p=p-&gt;next;<BR>&nbsp; }<BR>&nbsp;}<BR>&nbsp;while(p!=NULL) /* 
            将p或q的剩余未运算的多项式各项信息记录在s指针中 */<BR>&nbsp;{<BR>&nbsp;&nbsp; s=(Polyn 
            *)malloc(sizeof(Polyn));<BR>&nbsp;&nbsp; 
            s-&gt;coef=p-&gt;coef;<BR>&nbsp;&nbsp; 
            s-&gt;expn=p-&gt;expn;<BR>&nbsp;&nbsp; r-&gt;next=s;<BR>&nbsp;&nbsp; 
            r=s;<BR>&nbsp;&nbsp; 
            p=p-&gt;next;<BR>&nbsp;}<BR>&nbsp;while(q!=NULL)<BR>&nbsp;{<BR>&nbsp;&nbsp; 
            s=(Polyn *)malloc(sizeof(Polyn));<BR>&nbsp;&nbsp; 
            s-&gt;coef=q-&gt;coef;<BR>&nbsp;&nbsp; 
            s-&gt;expn=q-&gt;expn;<BR>&nbsp;&nbsp; r-&gt;next=s;<BR>&nbsp;&nbsp; 
            r=s;<BR>&nbsp;&nbsp; 
            q=q-&gt;next;<BR>&nbsp;}<BR>&nbsp;r-&gt;next=NULL;<BR>&nbsp;s=headc;<BR>&nbsp;headc=headc-&gt;next;<BR>&nbsp;free(s);<BR>&nbsp;return(headc);<BR>}<BR><BR>Polyn 
            *sub(Polyn *heada,Polyn *headb) /* 减法就是加法的逆运算 */<BR>{<BR>&nbsp;Polyn 
            *r,*hc;<BR>&nbsp;r=headb;<BR>&nbsp;while(r!=NULL) /* 
            headb多项式系数全变成原来的相反数 */<BR>&nbsp;{<BR>&nbsp;&nbsp; 
            r-&gt;coef=-r-&gt;coef;<BR>&nbsp;&nbsp; 
            r=r-&gt;next;<BR>&nbsp;}<BR>&nbsp;hc=add(heada,headb); /* 相加 
            */<BR>&nbsp;return hc;<BR>}<BR></P>
            <P>程序:<A href="http://vip.6to23.com/dcyu/TurboC/DS/Polyn.zip"><FONT 
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            </FONT><FONT 
            color=#0000ff>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 
            </FONT><A href="http://vip.6to23.com/dcyu/TurboC/DS/2.html"><FONT 
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