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[Mathimatics-Numerical algorithmslfsr

Description: 随机数 fortran90 L Ecuyer s 1999 random number generator. Fortran version by Alan.Miller @ vic.cmis.csiro.a-Random Number fortran90L Ecuyer s 1999 random number generator. Fortran version by Alan.Miller @ vic.cmis.csiro.a
Platform: | Size: 2048 | Author: 张鹏 | Hits:

[Special Effectsmiler

Description: 该程序可以实现数字基带码型米勒码型的仿真,给定0,1代码,仿真的图形清晰可见-The program can achieve digital baseband Miller Pattern Pattern of simulation, given 0,1 code, clearly visible graphical simulation
Platform: | Size: 3072 | Author: 英子 | Hits:

[VHDL-FPGA-Verilogmile

Description: 密勒码最初用于气象卫星和磁记录,现在也用于低速基带数传机。本文件是密勒码解码源码。-For wireless RFID code decoding circuit of the Miller
Platform: | Size: 2048 | Author: yu | Hits:

[SCMMillerPCB

Description: Miller for PCB full schematic in Protel with surce code and mechanical desine drawings
Platform: | Size: 1082368 | Author: kakalia24 | Hits:

[DocumentsRabin-Miller

Description: RSA的最重要特色在于双密钥,它们有特殊的数学形式。RSA的一对密钥有三个基本参数:模n ,公钥b和私钥a 。n和b是公开的,发送信息方用私钥n加密消息,接受方用公钥b能得到解密后的信息,从而确定发送信息方的身份,这就构成了签名机制。对方用公钥将要发送的信息加密,只有拥有私钥的一方才能将信息解密。-RSA is the most important feature of dual-key, they have a special mathematical form. RSA keys of a pair of three basic parameters: modulus n, public key private key b and a. n and b are open to the public to send a message encrypted using the private key n message recipient using the public key can be decrypted b after information, send a message to determine the identity of parties, which constitute a signature. The other side will use public key encryption to send information that only those with the private key of the party can decrypt the information.
Platform: | Size: 3072 | Author: Rebecca | Hits:

[Windows DevelopRSAUpper

Description: 这是个很容易且广泛使用的简单算法,它基于Gary Miller的部分象法,有Michael Rabin发展。事实上,这是在NIST的DSS建议中推荐的算法的一个简化版。 首先选择一个代测的随机数p,计算b,b是2整除p-1的次数。然后计算m,使得n=1+(2^b)m。-This is a very easy and simple and widely used algorithm, which is based on some of Gary Miller as the law, there is the development of Michael Rabin. In fact, it is recommended in the NIST' s DSS recommended a simplified version of the algorithm. First of all, choose a random number generation test of p, calculated b, b is divisible by 2, the number of p-1. Calculation of m, making n = 1+ (2 ^ b) m.
Platform: | Size: 232448 | Author: Xu Enliang | Hits:

[OtherPower_Electronic_Control_Systems

Description: Power electronic control in electrical system. Professor TJE Miller
Platform: | Size: 6464512 | Author: hardy | Hits:

[VHDL-FPGA-Verilogzhuangtaiji

Description: 十种状态机例子(VHDL)包括米勒型和莫尔型的状态机。-Dozens of examples of state machine (VHDL), including Miller and Moore type state machine.
Platform: | Size: 5120 | Author: 张先锋 | Hits:

[VHDL-FPGA-Verilogstate_machine_design

Description: 这是讲解状态机的一个资料,里面讲解了摩尔和米勒状态机的设计实例,很详细且有实例。-This is a state machine on the information, which Moore and Miller explained the design of state machine instances, and there are examples of very detailed.
Platform: | Size: 482304 | Author: maylag_1 | Hits:

[Books10class

Description: Data Structures and Algorithm Analysis in C (C) 1993, The Benjamin/Cummings Publishing Co., Inc. All rights reserved. Data Structures, Algorithms, and Program Style Using C (C) 1988, PWS Kent Publishing Co. All rights reserved. Data Structures: From Arrays to Priority Queues (C)1985, Wadsworth, Inc. All rights reserved. Fundamentals of Data Structures (C) 1976, 1983 Computer Science Press, Inc. All rights reserved. Information Retrieval: Data Structures and Algorithms (C)1992, PTR Prentice-Hall, Inc. All rights reserved. Introduction to Algorithms (C) 1990, The Massachusetts Institute of Technology. All rights reserved. Practical Data Structures in C++ (C) 1993, John Wiley & Sons, Inc. All rights reserved. Reliable Data Structures in C (C) 1985, Plum Hall Inc. All rights reserved. Data Structures and Algorithms (C) 1983, Bell Laboratories, Inc. All rights reserved. Articles from Dr. Dobb s Journal (C) 1998, Miller Freeman, Inc. All rights reserved
Platform: | Size: 29000704 | Author: wsssb | Hits:

[VHDL-FPGA-Verilogstate

Description: 米勒解码器的状态转换模块。用verilog语言编写,ISE为开发环境-Miller decoder module of the state transition
Platform: | Size: 274432 | Author: kinki | Hits:

[VHDL-FPGA-Verilogout

Description: verilog语言编写的米勒解码的输出模块加仿真波形正确了-Miller verilog language decoder output waveform simulation module plus correct
Platform: | Size: 234496 | Author: kinki | Hits:

[VHDL-FPGA-Verilogstate

Description: verilog语言编写的miller解码的状态转换模块,这个是仿真成功了的-verilog language miller decoding module state transition, this is the successful simulation of the
Platform: | Size: 275456 | Author: kinki | Hits:

[Windows Developsuxingjiance

Description: 素性检测,利用三种方法: Solovag-Strassen检测,Lehmam检测, Rabin-Miller检测-Primality testing, using three methods: Solovag-Strassen Detection, Lehmam testing, Rabin-Miller Detection
Platform: | Size: 2048 | Author: bluerain | Hits:

[Algorithmrk

Description: Rabin-Karp algorithm
Platform: | Size: 1024 | Author: Vivek Patole | Hits:

[Software EngineeringMillerGAMagicaSevenPsychReview1955

Description: 这是软件工程的一次重要的会议,Miller提出了结构化的软件设计的改进方案。-This is an important software engineering conference, Miller made a structured software design improvements.
Platform: | Size: 65536 | Author: LR | Hits:

[matlabgonglvpu

Description: SNRZ,双向码,密勒码三种码型的功率谱分布图-SNRZ, two-way code, Miller code three kinds of code-type power spectrum distribution
Platform: | Size: 3072 | Author: 徐淼 | Hits:

[Tab ControlUnit_Cell

Description: It is the program in c,c++ which graphically demonstrates the unit cell and different miller planes of crystal theory in physics
Platform: | Size: 4096 | Author: Akshay | Hits:

[Industry researchMRDemo-exe

Description: a research for miller and rabin
Platform: | Size: 16384 | Author: alavi | Hits:

[Crack Hackshanks

Description: 求离散对数的shanks算法,要求如下: 实现计算 Zp 中计算离散对数的 Shanks 算法,基本要求如下: 1)p 是一个小素数( 小于 32 bit ),a 是一个本原元。程序的输入为(p, a, b), 输出为 logab ( mod p) (可以用 log3525 (mod 809)等作为测试); 2)采用快速模指数算法求幂(如am),采用扩展欧几里得算法求逆( 如a-i (mod p) ); 3)采用一种好的排序算法对 L1、L2 排序; 4)采用概率算法(如Miller Rabin算法)自动生成素数 p,采用本原元的充要条件自动生成 a;-Discrete number of shanks on demand algorithm, the following: calculation of Zp calculated to achieve the discrete logarithm Shanks algorithm, the basic requirements are as follows: 1) p is a small prime number (less than 32 bit), a is a primitive element. Process input (p, a, b), output logab (mod p) (can use log3525 (mod 809) so as a test) 2) The fast mode index algorithm to solve the power (such as the am), using extended Euclidean Reed inverse algorithm (such as ai (mod p)) 3) use a good sorting algorithm on the L1, L2 sort 4) using probabilistic algorithms (such as the Miller Rabin algorithm) automatically primes p, using primitive element automatically generate the necessary and sufficient conditions a
Platform: | Size: 7559168 | Author: vince | Hits:
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