¡u³Ì¨Î¤Æª¬ºA¦ô´ú¡v±Ð¾Ç¸ê·½ ¡]Teaching Material of Optimal State Estimation¡^

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²         Tutorials and Sample Code¡]by Prof. Dan Simon¡^¡G

Kalman filtering (pdf, 425 KB), nonlinear fitlering (pdf, 227 KB), and H-infinity filtering (pdf, 432 KB).

 

 

n          References on ¡¥Probability or Stochastic¡¦:

1.      Introduction to Probability Models, Sheldon M. Ross, Academic Press, 1989.

2.      Probability and Random Processes ¡VUsing Matlab with Applications to Continuous and Discrete Time Systems, Donald G. Childers, ISBN: 0256133611, 1997.

3.      Probability and Stochastic Processes ¡V A Friendly Introduction for Electrical and Computer Engineers, Roy D. Yates & David J. Goodman, John Wiley & Sons, 1999.

4.      Probability, Random Variables, and Random Signal Principles, Peyton Z. Peebles Jr, McGraw-Hill Education, 2000.¡]ÀH¾÷µ{§Ç»P¾÷²v¡A²Ä¥|ª©¡A·¨¬F¿o¡B³¯§B©¨ Ķ¡A·É®ü®Ñ§½¡^

5.      Statistics for Business and Economics, 10e, David R. Anderson, Dennis J. Sweeney, Thomas A. Williams. ¡]²Î­p¾Ç¡A²Ä¤Qª©¡A³¯¥iªN µ¥ Ķ¡A·É®ü®Ñ§½¡^

 

 

n          References:

1.      Applied Optimal Estimation, Edited by Arthur Gelb, The MIT Press, 1974.

2.      Optimal Estimation ¡V with an introduction to stochastic control theory, Frank L. Lewis, Wiley-Interscience, April 1986.

3.      Introduction to Random Signals and Applied Kalman Filtering ¡V with Matlab Exercises and Solutions , Robert Grover Brown & Patrick Y. C. Hwang, Ver. 3, 1997.

4.      Optimal State Estimation ¡V Kalman, H-inf, and Nonlinear Approaches, Dan Simon, Wiley-Interscience, 2006.

 

 

n      Wonderful Links:

1.      Personal Web-Site of Prof. Dan Simon.

2.      °ê¥ß°ª¶¯À³¥Î¬ì¤j ¤ý«a´¼ ±Ð±Â¡]Luke K. Wang ©Î Kuanchih Wang) ¡^ http://www2.ee.kuas.edu.tw/~lwang/