anigifsrc

matlab入门教程，M AT L A B是一个可视化的计算程序，被广泛地使用于从个人计算机到超级计算机范围内 的各种计算机上(matlab introductory tutorial, M AT LAB is a calculation program visualization, are widely used in a variety of computers from personal computers to supercomputers within)

说明：  实验二 可化为线性的非线性回归模拟 计量经济学实验 一 实验目的： （1） 掌握可化为线性的非线性回归模型的估计方法。 （2） 掌握参数的线性约束检验方法。 二 实验要求：应用教材第91页第11题做回归分析并判断。 三 实验原理：普通最小二乘法、模型参数受约束检验法。 四 预备知识：最小二乘法估计原理、t检验、F检验。 五 实验步骤 1 建立工作文件并录入数据 建立Workfile后，进行数据录入工作，方法：在主界面命令栏键入data Y K L，得到表格，然后输入相应的数据，结果如图1.1所示。 (Experiment 2 can be turned into a linear nonlinear regression simulation experiment: (1) linear control can be turned into non-linear regression model estimation. (2) Linear constraint control testing methods. Second test requirements: Application materials Page 11 of 91 questions to do regression analysis and judgments. Three experimental principle: ordinary least squares method, the model parameters to be bound test. 4 Prerequisites: Principles of least squares estimates, t test, F test. Five steps to an experiment to establish the working paper and data entry after the establishment of Workfile, data entry work method: the main interface command bar type data YKL, get the form, and then enter the appropriate data, the results shown in Figure 1.1.)

说明：  加载所有模块，可以在网上搜索，供下载者的需要，(Load all modules, you can search the Internet, the need for those who download)

学习ASP.NET的好书，好资料，值得收藏，下载，学习。谢谢(it is a good material for ASP.NET.)

for PSCAD softwear it can be very easy and coming soon challenger in this soft

介绍使用情况，帮助大家方便使用，使大家今后学习和工作中受益无限(Describes the use, to help you easy to use, so that we benefit the future study and work unlimited)

这个是关于怎样求凸优化的问题，论文的作者非常牛，值得大家一看。(This is about how to find the convex optimization problem, the paper' s authors cattle, worth a look.)

实现宾馆管理系统，应用access数据库(Realization of hotel management system, application access )

一个简单的图书馆管理信息系统，使用CS结构(A simple library management information system)

Cplusplus语句和MFC控件，学习Cplusplus语言和MFC(The Cplusplus statements and MFC controls, to learn Cplusplus language and MFC)