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== Lecture Blog  ==
 
== Lecture Blog  ==
  
[[Lecture1ECE662S12|Lecture 1]], [[Lecture2ECE662S12|2]], [[Lecture3ECE662S12|3]] ,[[Lecture4ECE662S12|4]], [[Lecture5ECE662S12|5]], [[Lecture6ECE662S12|6]], [[Lecture7ECE662S12|7]], [[Lecture8ECE662S12|8]], [[Lecture9ECE662S12|9]], [[Lecture10ECE662S12|10]], [[Lecture11ECE662S12|11]], [[Lecture12ECE662S12|12]], [[Lecture13ECE662S12|13]], [[Lecture14ECE662S12|14]], [[Lecture15ECE662S12|15]], [[Lecture16ECE662S12|16]], [[Lecture17ECE662S12|17]], [[Lecture18ECE662S12|18]], [[Lecture19ECE662S12|19]], [[Lecture20ECE662S12|20]], [[Lecture21ECE662S12|21]], [[Lecture22ECE662S12|22]], [[Lecture23ECE662S12|23]], [[Lecture24ECE662S12|24]], [[Lecture25ECE662S12|25]], [[Lecture26ECE662S12|26]], [[Lecture27ECE662S12|27]], [[Lecture28ECE662S12|28]], [[Lecture29ECE662S12|29]], [[Lecture20ECE662S12|20]]
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[[Lecture1ECE662S12|Lecture 1]], [[Lecture2ECE662S12|2]], [[Lecture3ECE662S12|3]] ,[[Lecture4ECE662S12|4]], [[Lecture5ECE662S12|5]], [[Lecture6ECE662S12|6]], [[Lecture7ECE662S12|7]], [[Lecture8ECE662S12|8]], [[Lecture9ECE662S12|9]], [[Lecture10ECE662S12|10]], [[Lecture11ECE662S12|11]], [[Lecture12ECE662S12|12]], [[Lecture13ECE662S12|13]], [[Lecture14ECE662S12|14]], [[Lecture15ECE662S12|15]], [[Lecture16ECE662S12|16]], [[Lecture17ECE662S12|17]], [[Lecture18ECE662S12|18]], [[Lecture19ECE662S12|19]], [[Lecture20ECE662S12|20]], [[Lecture21ECE662S12|21]], [[Lecture22ECE662S12|22]], [[Lecture23ECE662S12|23]], [[Lecture24ECE662S12|24]], [[Lecture25ECE662S12|25]], [[Lecture26ECE662S12|26]], [[Lecture27ECE662S12|27]], [[Lecture28ECE662S12|28]], [[Lecture29ECE662S12|29]], [[Lecture30ECE662S12|30]]
  
 
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Revision as of 08:22, 14 February 2012


ECE662: "Pattern Recognition and Decision Making Processes", Spring 2012

Note: CS662 is a cross-listing of ECE 662. In other words, they are the same exact course.


Message area:


Course information

Instructor: Prof. Boutin

Office: MSEE342

Office hours: listed here

Lecture: TuTh 10:30-11:45 in PHYS 223

syllabus


Relevant Material

Lecture Blog

Lecture 1, 2, 3 ,4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30


Homework



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Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett