文件名称:pattern_matching
- 所属分类:
- 人工智能/神经网络/遗传算法
- 资源属性:
- [C/C++] [源码]
- 上传时间:
- 2012-11-26
- 文件大小:
- 2kb
- 下载次数:
- 0次
- 提 供 者:
- 黄*
- 相关连接:
- 无
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分别用KMP、Monte Carlo 和Las Vegas 算法编制3 个程序,随机生成不小于5000 对、
长度很长、且长度不等的01 串X 和Y(三个程序生成
相同的串),然后统计算法的执行时间、Monte Carlo算法出错的比率,并根据运行结果对三种算法进行深入的比较。注意,
先利用本题下方所给素数实现上述算法,学完素数判定
算法之后,将该算法编程,产生一定数量的大素数并用数组保存起来(分别试不超过5000、500000、50000000),以供上述随机算法使用-The preparation of the three procedures, respectively, of KMP, the Monte Carlo and Las Vegas algorithm randomly generated no less than 5000 pairs,
Length is very long, and a length ranging from 01-string X and Y (three procedures to generate
The same string), then statistical algorithm execution time, error rate of the Monte Carlo method, and the operating results of the three algorithms in-depth comparison. Note that
To this question below to the prime numbers to achieve the above algorithm, the completion of prime numbers to determine
The algorithmic programming algorithm after a certain number of large prime numbers and save them with an array of (respectively, test no more than 5000,500000,50000000), for the above randomized algorithm相关搜索: Pattern
Matching
montel
carlo
KMP
Monte
Carlo
长度很长、且长度不等的01 串X 和Y(三个程序生成
相同的串),然后统计算法的执行时间、Monte Carlo算法出错的比率,并根据运行结果对三种算法进行深入的比较。注意,
先利用本题下方所给素数实现上述算法,学完素数判定
算法之后,将该算法编程,产生一定数量的大素数并用数组保存起来(分别试不超过5000、500000、50000000),以供上述随机算法使用-The preparation of the three procedures, respectively, of KMP, the Monte Carlo and Las Vegas algorithm randomly generated no less than 5000 pairs,
Length is very long, and a length ranging from 01-string X and Y (three procedures to generate
The same string), then statistical algorithm execution time, error rate of the Monte Carlo method, and the operating results of the three algorithms in-depth comparison. Note that
To this question below to the prime numbers to achieve the above algorithm, the completion of prime numbers to determine
The algorithmic programming algorithm after a certain number of large prime numbers and save them with an array of (respectively, test no more than 5000,500000,50000000), for the above randomized algorithm相关搜索: Pattern
Matching
montel
carlo
KMP
Monte
Carlo
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pattern_matching.cpp