/*
*Copyright (c)2017, School of computer and control engineering, Yantai University
*All rights reservrd.
*Author: Li Xinhao
*Completion time: December 14, 2017
*Version number: v1.0
*Problem Description: using sequential structure to store strings, write an algorithm to calculate the number of times a specified substring appears in a string. If the substring does not appear, it is 0.
1, Based on the sequential string method library:
Head file:
#ifndef SqString_H_INCLUDED #define SqString_H_INCLUDED #define MaxSize 100 / / maximum number of characters typedef struct { char data[MaxSize]; //Define the space that can hold MaxSize characters int length; //Mark the current actual string length } SqString; void StrAssign(SqString &s,char cstr[]); //String constant cstr assigned to string s void StrCopy(SqString &s,SqString t); //Copy string t to string s bool StrEqual(SqString s,SqString t); //String equality int StrLength(SqString s); //String length SqString Concat(SqString s,SqString t); //String connection SqString SubStr(SqString s,int i,int j); //substring SqString InsStr(SqString s1,int i,SqString s2); //String insertion SqString DelStr(SqString s,int i,int j) ; //String deletion SqString RepStr(SqString s,int i,int j,SqString t); //String replacement void DispStr(SqString s); //Output string #endif // SqString_H_INCLUDED
Source files:
#include <stdio.h> #include <malloc.h> #include "sqString.h"; void StrAssign(SqString &s,char cstr[]) //s is a reference parameter { int i; for (i=0;cstr[i]!='\0';i++) s.data[i]=cstr[i]; s.length=i; } void StrCopy(SqString &s,SqString t) //s is a reference parameter { int i; for (i=0;i<t.length;i++) s.data[i]=t.data[i]; s.length=t.length; } bool StrEqual(SqString s,SqString t) { bool same=true; int i; if (s.length!=t.length) //Return 0 when length is not equal same=false; else for (i=0;i<s.length;i++) if (s.data[i]!=t.data[i]) //Return 0 when one corresponding character is different { same=false; break; } return same; } int StrLength(SqString s) { return s.length; } SqString Concat(SqString s,SqString t) { SqString str; int i; str.length=s.length+t.length; for (i=0;i<s.length;i++) //Copy s.data[0..s.length-1] to str str.data[i]=s.data[i]; for (i=0;i<t.length;i++) //Copy t.data[0..t.length-1] to str str.data[s.length+i]=t.data[i]; return str; } SqString SubStr(SqString s,int i,int j) { SqString str; int k; str.length=0; if (i<=0 || i>s.length || j<0 || i+j-1>s.length) return str; //Empty string returned when parameter is incorrect for (k=i-1;k<i+j-1;k++) //Copy s.data[i..i+j] to str str.data[k-i+1]=s.data[k]; str.length=j; return str; } SqString InsStr(SqString s1,int i,SqString s2) { int j; SqString str; str.length=0; if (i<=0 || i>s1.length+1) //Empty string returned when parameter is incorrect return str; for (j=0;j<i-1;j++) //Copy s1.data[0..i-2] to str str.data[j]=s1.data[j]; for (j=0;j<s2.length;j++) //Copy s2.data[0..s2.length-1] to str str.data[i+j-1]=s2.data[j]; for (j=i-1;j<s1.length;j++) //Copy s1.data[i-1..s1.length-1] to str str.data[s2.length+j]=s1.data[j]; str.length=s1.length+s2.length; return str; } SqString DelStr(SqString s,int i,int j) { int k; SqString str; str.length=0; if (i<=0 || i>s.length || i+j>s.length+1) //Empty string returned when parameter is incorrect return str; for (k=0;k<i-1;k++) //Copy s.data[0..i-2] to str str.data[k]=s.data[k]; for (k=i+j-1;k<s.length;k++) //Copy s.data[i+j-1..s.length-1] to str str.data[k-j]=s.data[k]; str.length=s.length-j; return str; } SqString RepStr(SqString s,int i,int j,SqString t) { int k; SqString str; str.length=0; if (i<=0 || i>s.length || i+j-1>s.length) //Empty string returned when parameter is incorrect return str; for (k=0;k<i-1;k++) //Copy s.data[0..i-2] to str str.data[k]=s.data[k]; for (k=0;k<t.length;k++) //Copy t.data[0..t.length-1] to str str.data[i+k-1]=t.data[k]; for (k=i+j-1;k<s.length;k++) //Copy s.data[i+j-1..s.length-1] to str str.data[t.length+k-j]=s.data[k]; str.length=s.length-j+t.length; return str; } void DispStr(SqString s) { int i; if (s.length>0) { for (i=0;i<s.length;i++) printf("%c",s.data[i]); printf("\n"); } }
2, Create the source file main.cpp:
#include <stdio.h> #include "sqString.h" int str_count(SqString s,SqString t) { int i=0,j=0,count=0; while (i<s.length && j<t.length) { if (s.data[i]==t.data[j]) //Continue to match next character { i++; //Main string and substring match next character in turn j++; } else //Main string and substring pointer backtracking to start the next matching again { i=i-j+1; //The main string matches from the next position j=0; //Substring match from scratch } //In BF algorithm, there is no following part //Add a judgment here to "capture" the generated match if (j>=t.length) //If j has reached the length of the substring, a match is generated { count++; //Match times plus 1 i=i-j+1; //The main string continues to match from the next position j=0; //Substring match from scratch } } return(count); } int main() { SqString s,t; StrAssign(s,"accaccacacabcacbab"); StrAssign(t,"accac"); printf("s:"); DispStr(s); printf("t:"); DispStr(t); printf("%d\n",str_count(s,t)); return 0; }
3, The screenshot of the test results is as follows: