杭电1306 String Matching
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String Matching
Time Limit: 2000/1000 MS (Java/Others) Memory Limit: 65536/32768 K (Java/Others)Total Submission(s): 902 Accepted Submission(s): 465
Problem Description
It's easy to tell if two words are identical - just check the letters. But how do you tell if two words are almost identical? And how close is "almost"?
There are lots of techniques for approximate word matching. One is to determine the best substring match, which is the number of common letters when the words are compared letter-byletter.
The key to this approach is that the words can overlap in any way. For example, consider the words CAPILLARY and MARSUPIAL. One way to compare them is to overlay them:
CAPILLARY
MARSUPIAL
There is only one common letter (A). Better is the following overlay:
CAPILLARY
MARSUPIAL
with two common letters (A and R), but the best is:
CAPILLARY
MARSUPIAL
Which has three common letters (P, I and L).
The approximation measure appx(word1, word2) for two words is given by:
common letters * 2
-----------------------------
length(word1) + length(word2)
Thus, for this example, appx(CAPILLARY, MARSUPIAL) = 6 / (9 + 9) = 1/3. Obviously, for any word W appx(W, W) = 1, which is a nice property, while words with no common letters have an appx value of 0.
There are lots of techniques for approximate word matching. One is to determine the best substring match, which is the number of common letters when the words are compared letter-byletter.
The key to this approach is that the words can overlap in any way. For example, consider the words CAPILLARY and MARSUPIAL. One way to compare them is to overlay them:
CAPILLARY
MARSUPIAL
There is only one common letter (A). Better is the following overlay:
CAPILLARY
MARSUPIAL
with two common letters (A and R), but the best is:
CAPILLARY
MARSUPIAL
Which has three common letters (P, I and L).
The approximation measure appx(word1, word2) for two words is given by:
common letters * 2
-----------------------------
length(word1) + length(word2)
Thus, for this example, appx(CAPILLARY, MARSUPIAL) = 6 / (9 + 9) = 1/3. Obviously, for any word W appx(W, W) = 1, which is a nice property, while words with no common letters have an appx value of 0.
Sample Input
The input for your program will be a series of words, two per line, until the end-of-file flag of -1.Using the above technique, you are to calculate appx() for the pair of words on the line and print the result. For example:CAR CARTTURKEY CHICKENMONEY POVERTYROUGH PESKYA A-1The words will all be uppercase.
Sample Output
Print the value for appx() for each pair as a reduced fraction, like this:appx(CAR,CART) = 6/7appx(TURKEY,CHICKEN) = 4/13appx(MONEY,POVERTY) = 1/3appx(ROUGH,PESKY) = 0appx(A,A) = 1/*郁闷,本来很简单的一道题,,一直搞的wa必须用长的匹配短的,再用短的匹配长的,匹配2次。。。。无语上午测试就没搞出来,真丢人*/#include<iostream>#include<string>#include<algorithm>using namespace std;int gcd(int a,int b){if(b==0) return a;else return gcd(b,a%b);}int main(){string str1,str2;string s1,s2;while(cin>>str1!=NULL){if(str1=="-1")break;cin>>str2;/*if(str1.length()>str2.length()){//可以去掉s1=str1;s2=str2;}else{s1=str2;s2=str1;}*/int l1=s1.length();int l2=s2.length();int i,j,k,sum;int fz,fm;k=0;fz=0;while(k<l1){sum=0;for(i=k,j=0;i<l1&&j<l2;++i,++j){if(s1[i]==s2[j]){sum++;}}//printf("sum=%d\n",sum);fz=max(fz,sum);k++;}k=0;while(k<l2){/第二次匹配sum=0;for(i=k,j=0;i<l2&&j<l1;++i,++j){if(s2[i]==s1[j]){sum++;}}//printf("sum=%d\n",sum);fz=max(fz,sum);k++;}fz<<=1;if(fz==0){cout<<"appx("<<str1<<","<<str2<<") = 0"<<endl;continue;}fm=l1+l2;int x=gcd(fz,fm);fm/=x;fz/=x; if(fz==fm) cout<<"appx("<<str1<<","<<str2<<") = 1"<<endl; else{cout<<"appx("<<str1<<","<<str2<<") = "<<fz<<"/"<<fm<<endl;}s1.clear();s2.clear();str1.clear();str2.clear();}return 0;}
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