Description: 计算CRC16/CRC8/CRC32的程序,可获得CRC-CCITT/CRC-16/CRC-8/CRC-32的计算结果。 提供Delphi源代码和MCS51单片机的汇编源代码,分别采用两至三种不同算法实现。有比较详细的调用和使用说明。 更新历史: 2003/05/04 新增CRC-8算法的实现。 2004/02/02 修改CRC-8算法,新增CRC-32算法,增加比较详细的调用和使用说明。-CRC16/CRC8/CRC32 calculation procedures available CRC-CCITT/CRC-16/CRC-8/CRC-32 the calculated results. Delphi provide source code and compile the MCS51 source code, adopted two to three different algorithm. A more detailed calls and use. Update History : 2003/05/02 new CRC-8 algorithm implementation. 2004/02/02 changes CRC-8 algorithm, the new CRC-32 algorithm, adding more detailed calls and use. Platform: |
Size: 134144 |
Author:邓光 |
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Description: 经典cure聚类算法,实现用c++语言.大家-classic cure clustering algorithm, and using the c language. We look at Platform: |
Size: 44032 |
Author:孔明 |
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Description: java程序实现的RSA算法,实现了加密解密并带有源代码。并配有exe执行文件-java program realization of RSA algorithm, the realization of the encryption and decryption with the source code. And implementation with exe files Platform: |
Size: 907264 |
Author:wangyang |
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Description: Java加密组件实现DES、RSA和SHA加密算法
可以直接导入工程使用-Java Component Implementation encryption DES, RSA and SHA encryption algorithm can be used directly into the project Platform: |
Size: 35840 |
Author:zhang |
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Description: Very large (tested for more than 2048 bits) prime number generator and tester program. This is well written and based on solid algorithms in this field. Source code is my own, used for Masters course in Cryptography.
Program has easily readable and well written algorithm implementation to check for Jacobian Symbol, choice of two methods for primality testing: Miller-Rabin or Solovay-Strassen method and Blum-Blum Shub method for random number generation.
Input and output of the program is through files in \bin directory. Project is compatible with Java Eclipse 3.0 IDE, but can also be easily built from command line.-Very large (tested for more than 2048 bits) prime number generator and tester program. This is well written and based on solid algorithms in this field. Source code is my own, used for Masters course in Cryptography.
Program has easily readable and well written algorithm implementation to check for Jacobian Symbol, choice of two methods for primality testing: Miller-Rabin or Solovay-Strassen method and Blum-Blum Shub method for random number generation.
Input and output of the program is through files in \bin directory. Project is compatible with Java Eclipse 3.0 IDE, but can also be easily built from command line.
Platform: |
Size: 22528 |
Author:s_wilfred |
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Description: FP增长算法的实现与测试(Java实现)
1、程序编译运行环境Eclipse3.20+JDK1.60
2、程序参数说明
-F=filename
-S=support
-C=confidence
filename:数据集文件名,必须位于工程根目录下
support:支持度,位于0-100.0之间的任意数
confidence:置信度,位于0-100.0之间的任意数
例如:-F=anonymous-msweb.data -S=10.0 -C=45.0(参数顺序无关)
3. 程序正确性验证
工程中包含sample.txt文件用来验证。
具体方法:
(1)在AssociationRuleMining 类中,preprocessDataSet函数的最后一条语句替换为fileName = "sample.txt"
(2)在FPgrowth类中,main函数中的 myFPtree.outputARs2() 替换为 myFPtree.outputARs()
(3)输入正确格式的参数,数据集文件名可任意-FP growth algorithm implementation and testing (Java implementation)
1, compiled runtime environment Eclipse3.20+ JDK1.60
2, program parameters that
-F = filename
-S = support
-C = confidence
filename: data set file name, must be located project root directory
support: support, in any number between 0-100.0
confidence: confidence, any number in between 0-100.0
example:-F = anonymous-msweb.data-S = 10.0-C = 45.0 (parameter order has nothing to do)
3. program correctness verification project file contains sample.txt to verify. Specific methods:
(1) AssociationRuleMining class, preprocessDataSet last statement function is replaced fileName = " sample.txt"
(2) in the FPgrowth class, main function in the myFPtree.outputARs2 () replace myFPtree.outputARs ()
(3) Enter the correct format, parameters, file names can be arbitrary data set Platform: |
Size: 540672 |
Author:frank |
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Description: 操作系统相关内容。包括了java的一些简单程序和绘图程序以及SOCKET,银行家算法的实现,另外还有Linux平台的shell的实现以及多线程实现。(Operating system related content. Including the Java some simple procedures and drawing procedures, and SOCKET, bankers algorithm implementation, in addition to the Linux platform shell implementation.) Platform: |
Size: 288768 |
Author:Sbj
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