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📄 eratosthenes篩選求質數.mht

📁 23种算法C与JAVA实现 23种算法C与JAVA实现
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href=3D"http://www.java3z.com/cwbwebhome/article/article3/AlgorithmGossip=
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Gossip:&nbsp;Eratosthenes=BFz=BF=EF=A8D=BD=E8=BC=C6</A></H1>
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<UL>
  <LI>C </LI></UL><PRE>#include &lt;stdio.h&gt; <BR>#include =
&lt;stdlib.h&gt; <BR><BR>#define N 1000 <BR><BR>int main(void) { <BR>    =
int i, j; <BR>    int prime[N+1]; <BR><BR>    for(i =3D 2; i &lt;=3D N; =
i++) <BR>        prime[i] =3D 1; <BR><BR>    for(i =3D 2; i*i &lt;=3D N; =
i++) { // =B3o=C3=E4=A5i=A5H=A7=EF=B6i <BR>        if(prime[i] =3D=3D 1) =
{ <BR>            for(j =3D 2*i; j &lt;=3D N; j++) { <BR>                =
if(j % i =3D=3D 0) <BR>                    prime[j] =3D 0; <BR>          =
  } <BR>        } <BR>    } <BR><BR>    for(i =3D 2; i &lt; N; i++) { =
<BR>        if(prime[i] =3D=3D 1) { <BR>            printf("%4d ", i); =
<BR>            if(i % 16 =3D=3D 0) <BR>                printf("\n"); =
<BR>        } <BR>    } <BR><BR>    printf("\n"); <BR><BR>    return 0; =
<BR>} <BR></PRE><BR>
<UL>
  <LI>Java </LI></UL><PRE>import java.util.*;<BR><BR>public class Prime =
{    <BR>    public static int[] findPrimes(final int max) { <BR>        =
int[] prime =3D new int[max+1]; <BR>        ArrayList list =3D new =
ArrayList();<BR><BR>        for(int i =3D 2; i &lt;=3D max; i++) <BR>    =
        prime[i] =3D 1; <BR><BR>        for(int i =3D 2; i*i &lt;=3D =
max; i++) { // =B3o=C3=E4=A5i=A5H=A7=EF=B6i <BR>            if(prime[i] =
=3D=3D 1) { <BR>                for(int j =3D 2*i; j &lt;=3D max; j++) { =
<BR>                    if(j % i =3D=3D 0) <BR>                        =
prime[j] =3D 0; <BR>                } <BR>            } <BR>        } =
<BR><BR>        for(int i =3D 2; i &lt; max; i++) { <BR>            =
if(prime[i] =3D=3D 1) { <BR>                list.add(new Integer(i)); =
<BR>            } <BR>        }<BR>        <BR>        int[] p =3D new =
int[list.size()];<BR>        Object[] objs =3D list.toArray(); <BR>      =
  for(int i =3D 0; i &lt; p.length; i++) {<BR>            p[i] =3D =
((Integer) objs[i]).intValue();<BR>        }<BR>        <BR>        =
return p;<BR>    }<BR>    <BR>    public static void main(String[] args) =
{<BR>        int[] prime =3D Prime.findPrimes(1000);<BR>        <BR>     =
   for(int i =3D 0; i &lt; prime.length; i++) {<BR>            =
System.out.print(prime[i] + " ");<BR>        }<BR>        <BR>        =
System.out.println();<BR>    }<BR>}</PRE><BR><BR></BODY></HTML>

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