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数据结构 ECC-NIST test vectors
ECC-NIST test vectors
加密解密 ECC-ECDSA test vectors
ECC-ECDSA test vectors
VC书籍 summing two vectors with operator overloading
summing two vectors with operator overloading
其他行业 rain-fall, pointers, vectors
rain-fall, pointers, vectors
DSP编程 DSP的CMD文件写法综述
  CMD 它是用来分配rom和ram空间用的,告诉链接程序怎样计算地址和分配空间。不同的芯片就有不同大小的rom和ram.放用户程序的地方也不尽相同。所以要根据芯片进行修改.分两部分.MEMORY和SECTIONS。MEMORY{ PAGE 0 .......... PAGE 1.........} SECTIONS{SECTIONS{.vectors ..................reset ................... ...
游戏 国外游戏开发者杂志2002年第七期配套代码
国外游戏开发者杂志2002年第七期配套代码，包含Jonathan Blow的transmitting vectors的专栏文章的代码
数值算法/人工智能 基本矩阵运算 : + - *, power, transpose, trace, determinant, minor, matrix of minor, cofactor, matrix of co
基本矩阵运算 : + - *, power, transpose, trace, determinant, minor, matrix of minor, cofactor, matrix of cofactor, adjoint, inverse, gauss, gaussjordan, linear transformation, LU decomposition , Gram-Schmidt process, similarity. b) Basic vectors functions : norm, distance, innerproduct,coldim, rowdim ...
人工智能/神经网络 This directory contains code implementing the K-means algorithm. Source codemay be found in KMEANS.C
This directory contains code implementing the K-means algorithm. Source codemay be found in KMEANS.CPP. Sample data isfound in KM2.DAT. The KMEANSprogram accepts input consisting of vectors and calculates the givennumber of cluster centers using the K-means algorithm. Output isdirected to the screen ...
其他 REMOVE removes a TSR. It takes two command line arguments. The first is the name of TSR to be remove
REMOVE removes a TSR. It takes two command line arguments. The first is the name of TSR to be removed (or an * to remove the last one), and the second is a file name which MUST contain the interrupt vectors to be loaded when the TSR is removed.
其他 NTL is a high-performance, portable C++ library providing data structures and algorithms for manipul
NTL is a high-performance, portable C++ library providing data structures and algorithms for manipulating signed, arbitrary length integers, and for vectors, matrices, and polynomials over the integers and over finite fields.