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?? 超長整數運算(大數運算).mht

?? 23種算法C與JAVA實現 23種算法C與JAVA實現
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<UL>
  <LI>C </LI></UL><PRE>void add(int *a, int *b, int *c) { <BR>    int i, =
carry =3D 0; <BR><BR>    for(i =3D N - 1; i &gt;=3D 0; i--) { <BR>       =
 c[i] =3D a[i] + b[i] + carry; <BR>        if(c[i] &lt; 10000) <BR>      =
      carry =3D 0; <BR>        else { // =B6i=A6=EC <BR>            c[i] =
=3D c[i] - 10000; <BR>            carry =3D 1; <BR>        } <BR>    } =
<BR>} <BR><BR>void sub(int *a, int *b, int *c) { <BR>    int i, borrow =
=3D 0; <BR><BR>    for(i =3D N - 1; i &gt;=3D 0; i--) { <BR>        c[i] =
=3D a[i] - b[i] - borrow; <BR>        if(c[i] &gt;=3D 0) <BR>            =
borrow =3D 0; <BR>        else { // =AD=C9=A6=EC <BR>            c[i] =
=3D c[i] + 10000; <BR>            borrow =3D 1; <BR>        } <BR>    } =
<BR>} <BR><BR>void mul(int *a, int b, int *c) { // b =AC=B0=AD=BC=BC=C6 =
<BR>    int i, tmp, carry =3D 0; <BR><BR>    for(i =3D N - 1; i =
&gt;=3D0; i--) { <BR>        tmp =3D a[i] * b + carry; <BR>        c[i] =
=3D tmp % 10000;    <BR>        carry =3D tmp / 10000; <BR>    } <BR>} =
<BR><BR>void div(int *a, int b, int *c) {  // b =AC=B0=B0=A3=BC=C6 <BR>  =
  int i, tmp, remain =3D 0; <BR><BR>    for(i =3D 0; i &lt; N; i++) { =
<BR>        tmp =3D a[i] + remain; <BR>        c[i] =3D tmp / b; <BR>    =
    remain =3D (tmp % b) * 10000; <BR>    } <BR>} <BR></PRE><BR>
<UL>
  <LI>Java </LI></UL><PRE>public class BigNumber {<BR>    public static =
int[] add(int[] a, int[] b) { <BR>        int carry =3D 0;<BR>        =
int[] c =3D new int[a.length];<BR><BR>        for(int i =3D a.length - =
1; i &gt;=3D 0; i--) { <BR>            c[i] =3D a[i] + b[i] + carry; =
<BR>            if(c[i] &lt; 10000) <BR>                carry =3D 0; =
<BR>            else { // =B6i=A6=EC <BR>                c[i] =3D c[i] - =
10000; <BR>                carry =3D 1; <BR>            } <BR>        =
}<BR>        <BR>        return c;<BR>    } <BR><BR>    public static =
int[] sub(int[] a, int[] b) { <BR>        int borrow =3D 0; <BR>        =
int[] c =3D new int[a.length];<BR>        <BR>        for(int i =3D =
a.length - 1; i &gt;=3D 0; i--) { <BR>            c[i] =3D a[i] - b[i] - =
borrow; <BR>            if(c[i] &gt;=3D 0) <BR>                borrow =
=3D 0; <BR>            else { // =AD=C9=A6=EC <BR>                c[i] =
=3D c[i] + 10000; <BR>                borrow =3D 1; <BR>            } =
<BR>        }<BR>        <BR>        return c;<BR>    } <BR><BR>    =
public static int[] mul(int[] a, int b) { // b =AC=B0=AD=BC=BC=C6 <BR>   =
     int carry =3D 0; <BR>        int[] c =3D new int[a.length];<BR>     =
   <BR>        for(int i =3D a.length - 1; i &gt;=3D0; i--) { <BR>       =
     int tmp =3D a[i] * b + carry; <BR>            c[i] =3D tmp % 10000; =
   <BR>            carry =3D tmp / 10000; <BR>        } <BR>        <BR> =
       return c;<BR>    } <BR><BR>    public static int[] div(int[] a, =
int b) {  // b =AC=B0=B0=A3=BC=C6 <BR>        int remain =3D 0; <BR>     =
   int[] c =3D new int[a.length];<BR><BR>        for(int i =3D 0; i &lt; =
a.length; i++) { <BR>            int tmp =3D a[i] + remain; <BR>         =
   c[i] =3D tmp / b; <BR>            remain =3D (tmp % b) * 10000; <BR>  =
      } <BR>        <BR>        return c;<BR>    }<BR>    <BR>    public =
static void main(String[] args) {<BR>        int[] a =3D {1234, 5678, =
9910, 1923, 1124};<BR>        int[] b =3D {1234, 5678, 9910, 1923, =
1124};<BR>        int[] c =3D BigNumber.add(a, b);<BR>        <BR>       =
 for(int i =3D 0; i &lt; c.length; i++) {<BR>            =
System.out.print(c[i]);<BR>        }<BR>        =
System.out.println();<BR>    }<BR>}</PRE><BR></DIV></DIV></BODY></HTML>

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