Kmeans

支持向量机用于对样本数据或函数的回归预测，此文件源码是用C#编写的 可以在Matlab环境下实现(Support vector machine is used to sample data or the regression function, the file C# source code is written in the Matlab environment to achieve)

用MATLAB实现傅立叶变换(Using MATLAB to achieve Fourier Transform)

matlab实用百例： 1-32是：图形应用篇 33-66是：界面设计篇 67-84是：图形处理篇 85-100是：数值分析篇(matlab practical one hundred cases: 1-32 is: papers 33-66 are graphical applications: interface design articles 67-84 are: graphics chapter 85-100 are: Numerical analysis of articles)

eigenfaces description for face recognition

GRID INTERFACE OF WECS WITH PMSG, 11 LEVEL NPC MULTILEVEL INVERTER

Scholarship processing system is developed for a scholarship department of a college. The scholarship department handles the scholarships sanctioned by the government to various students of the colleges. It computerizes all the transactions of scholarship department like issuing of forms, submission of forms, and sanction college and distribution to the students. This project intends to reduce the heavy paper work, which is otherwise involved, in the manual system. Different types of reports are generated. At present the college maintains manual records, in the form of registers, files, etc. to store the scholarship details of the students. New scholarships to be issued, involves heavy paper work. It also leads to data redundancy. Student details are recorded in multiple files. To overcome all these we are developing this Scholarship Information System. To provides maximum number of service to the users. To reduce the errors and the paper work that occurs in the manual system.

说明：  A*算法，动态路径规划算法的一种，程序直接放到matlab即可运行。(A * algorithm, a kind of dynamic path planning algorithm, the program can be directly put into Matlab to run.)

SERIES CASCADED MULTI-LEVEL SWITCH MODE MOTOR CONTROLLER

SIAM s Advances in Design and Control series consists of texts and monographs dealing with all areas of design and control and their applications. Topics of interest include shape optimization, multidisciplinary design, trajectory optimization, feedback, and optimal control. The series focuses on the mathematical and computational aspects of engineering design and control that are usable in a wide variety of scientific and engineering disciplines.

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