纯C语言基于堆式串实现BF算法

       先上图:

刁肥宅手笔:BF算法C程序运行截图

       头文件HString.h:

/*HString.h*/

#ifndef HSTRING_H_INCLUDED
#define HSTRING_H_INCLUDED
#include <stdio.h>
#include <stdlib.h>
#include <string.h>
#include <windows.h>
#define DefaultSize 30

typedef struct
{
	char *ch;						/*顺序串的存储数组*/
	int maxSize;					/*字符串存储数组的最大长度*/
	int n;							/*顺序串的实际长度*/
} HString;





#endif  /*HSTRING_H_INCLUDED*/

       源文件HString.c:

/*HString.c*/

#include "HString.h"

HString *initStr ( HString *s )/*串初始化*/
{
	s->ch = ( char *) malloc ( ( DefaultSize+1 )*sizeof ( char ) );	/*动态分配*/
	s->ch[0] = '\0';
	s->maxSize = DefaultSize;
	s->n = 0;			/*串s的最大容量和当前长度*/
	return s;
}

void createStr ( HString *s, char *init )/*从字符数组init构造串s*/
{
	s->maxSize = DefaultSize;
	s->ch = ( char *) malloc (( DefaultSize+1 )*sizeof ( char ));
	s->n = strlen ( init );
	strcpy ( s->ch, init );
}

void copyStr ( HString *s, HString *t )/*把串t复制给串s*/
{
	s->maxSize = DefaultSize;
	s->ch = ( char *) malloc ( ( DefaultSize+1 )*sizeof ( char ) );
	s->n = t->n;
	strcpy ( s->ch, t->ch );
}


HString *subStr ( HString *s, int pos, int len )/*在串s中连续取从pos开始的len个字符,
构成子串返回。若提取失败则函数返回NULL*/
{

	HString *tmp = ( HString * )malloc( sizeof(HString) );
	tmp->ch = ( char *) malloc ( ( DefaultSize+1 )*sizeof ( char ) );
	tmp->maxSize = DefaultSize;
	if ( pos < 0 || len < 0 || pos+len-1 >= s->maxSize )		/*参数不合理,返回空串*/
    {
        tmp->n = 0;
        tmp->ch[0] = '\0';
    }
	else
    {
		if ( pos+len-1 >= s->n )
            len = s->n-pos;			/*若提取个数超出串尾,修改个数*/
		for ( int i = 0, j = pos; i < len; i++, j++)
            tmp->ch[i] = s->ch[j];
	   	tmp->n = len;
        tmp->ch[len] = '\0';
	}
	return tmp;
}

void concat ( HString *s, HString *t )
{
/*将串t复制到串s后,串t不变。若完全连接成功,函数返回true;若部分连接成功,或
连接不成功,函数返回false*/
	if ( s->n+t->n <= s->maxSize )/*原空间可容纳连接后的串*/
    {
		for ( int i = 0; i < t->n; i++ )
            s->ch[s->n+i] = t->ch[i];
		s->n = s->n+t->n;
        s->ch[s->n] = '\0';
	}
	else
    {										/*原空间容不下连接后的串*/
		char *tmp = s->ch;
        s->maxSize = s->n+t->n;			/*暂存原串数组,算新串数组大小*/
		s->ch = ( char* ) malloc ( ( s->maxSize+1 )*sizeof ( char ) );
	   	strcpy ( s->ch, tmp );
	   	strcat ( s->ch, t->ch );			/*复制原串s数组, 连接串t数组*/
		s->n = s->n+t->n;
		free ( tmp );
	}
}

char getChar ( HString *s, int i )/*提取串s的第i个字符*/
{
	if ( i < 0 || i >= s->n )
    {
        printf ( "字符串下标超界!\n" );
        return '\0';
    }
	return s->ch[i];
}

void printStr ( HString *s )
{
	printf ("打印串长度s->n=%d, 最大长度=%d\n", s->n, s->maxSize);
	for ( int i = 0; i < s->n; i++ )
		if ( s->ch[i] == '\0' )
            break;
		else
            printf ( "%c", s->ch[i] );
	printf("\n");
}

       头文件BF.h:

/*BF.h*/

#ifndef BF_H_INCLUDED
#define BF_H_INCLUDED
#include "HString.h"

int Find(HString *T,HString *P);

#endif /* BF_H_INCLUDED*/

       源文件BF.c:

/*BF.c*/

#include "BF.h"

int Find ( HString *T, HString *P )
{
/*在目标串T中从第0个字符开始寻找模式串P在T中匹配的位置。若在T中找不到与
串P匹配的子串, 则函数返回-1, 否则返回P在T中第一次匹配的位置。*/
	int i, j, k;							/*last为在T中最后可比对位置*/
        for ( i = 0; i <= T->n - P->n; i++) /*逐趟比对*/
        {
	    for ( k = i, j = 0; j < P->n; k++, j++ )	/*从T.ch[i]开始与P.ch进行比对*/
                if ( T->ch[k] != P->ch[j])
                    break;	/*比对不等跳出循环*/
                if ( j == P->n )
                    return i;			/*P已扫描完, 匹配成功*/
	}
	return -1;							/*匹配失败*/
}

       测试源文件test.c:

/*test.c*/

/*
	Name:  纯C语言基于堆式串实现BF算法
	Copyright:  2018
	Author:  刁肥宅
	Date: 09/08/18 21:19
	Description:  哈哈哈!
*/


#include "BF.h"

int main()
{
    char A[] = {'H','e','f','e','i','U','n','i','v','e','r','s','i',
	't','y','O','f','T','e','c','h','n','o','l','o','g','y','\0'};
    char B[] = {'U','n','i','v','e','r','s','i','t','y','\0'};
    HString *S1 = ( HString * )malloc( sizeof(HString) ),*S2 = ( HString * )malloc( sizeof( HString ) );
    int Fail[DefaultSize];
    int i,d;
    for( i = 0;i < DefaultSize;i ++ )
        Fail[i] = 0;

    printf("Name:  纯C语言基于堆式串实现BF算法\n");
    printf("Copyright:  2018\nAuthor:  刁肥宅\n");
    printf("Date:  09/08/18 21:19\nDescription:  哈哈哈!\n\n");

    createStr( S1,A );
    printStr( S1 );

    createStr( S2,B );
    printStr( S2 );

    d = Find( S1,S2 );
    if( d == -1 )
        printf("匹配位置失败!\n");
    else
        printf("匹配位置为%d\n",d);
    Sleep(1000 * 60);
    return 0;
}

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转载自blog.csdn.net/u25th_engineer/article/details/81544287
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