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矩阵相乘
- 这是一个用C实现矩阵相乘-This is the realization of a C matrix multiplication
2DFFT-C
- 一个二维Fourier变换的程序 适用于256*256的点阵，用于应付一般的数字图像处理需要-a two-dimensional Fourier transform procedures apply to the 256 * 256 dot matrix, used to meet the general needs of digital image processing
ActionScript编程实例
- Chapter 2: Getting Started Hello World Hello World Enhanced A simple "Hello World" application that shows the basics of how to use an Actionscr ipt 3.0 class in an application. The Enhanced version adds a name-checking feature. These exam
000
- 模糊数学中的关系运算即 矩阵的运算c语言 可计算20阶-Fuzzy Mathematics in the relationship between the operator that the operator matrix c language computable 20 bands
mystery
- 该程序用于输出所谓的“魔幻矩阵”——即用户输入所需要矩阵的行数（前提为奇数，否则程序发送错误信息提醒用户输入正确数据），然后程序输出每行，每列以及对角线上的各数之和为同一个数。-The procedure used to output the so-called magic matrix - that is, the user enters the required number of rows in the matrix (the premise is odd, or else send a
Example9_7
- 用C/S结构求解矩阵乘法问题。使用一个客户和几个服务器求解大型的矩阵乘法问题。-With the C/S structure of matrix multiplication to solve the problem. The use of a client and several servers for solving large matrix multiplication problem.
MyUploadfile
- 里面有五个程序，分别是计算两个日期天数的c++文件；计算矩阵乘法的C文件；一个卫生管理系统的c文件；一个简单图形java文件；一个java象棋文件-Inside there are five procedures, namely, the number of days the two dates calculated c++ file computing matrix multiplication of the C file a health management system, c fil
dl
- 模糊矩阵的合成运算 模糊算子 模糊矩阵 模糊数学 模糊集 模糊方程 运算方法 合成运算 ... 【摘要】 本文在L.A查德提出的模糊集及其基本算子∨、∧、C的基础上引进了-Fuzzy matrix of the composition to fuzzy operators fuzzy matrix fuzzy mathematics fuzzy sets fuzzy equation computing method synthesis operations ... Abstrac
dizuo
- 用Javascr ipt语言编写的底座模型，WebGL入门基础练习。方便各位同学学习WebGL之用。对初学WebGL的同学有一定帮助。从视图投影矩阵到渲染器都有详细说明。并且用C#为开发平台。-The base model with the Javascr ipt language, WebGL Start Basics exercises. Fellow students learn WebGL convenient use. WebGL for beginner students have
ex1
- 1． Matrix-chain product. The following are some instances a) <3, 5, 2, 1,10> b) <2, 7, 3, 6, 10> c) <10, 3, 15, 12, 7, 2> d) <7, 2, 4, 15, 20, 5>