Course Schedule and Notes

Lecture is on Tuesday and Thursday from 10:30am - 11:50am in Porter Hall 100.

The lecture schedule below is subject to substantial revision.
 
 
Tu - Aug. 29 
 
Th - Aug. 31 
 
Tu - Sept. 5
Th - Sept. 7 
 
Tu - Sept. 12
Th - Sept. 14 
 
Tu - Sept. 19 
 
 
Th - Sept. 21 
 
Tu - Sept. 26
Th - Sept. 28 
 
Tu - Oct. 3 
 
Th - Oct. 5
Tu - Oct. 10
Th - Oct. 12
Tu - Oct. 17 
Th - Oct. 19
Tu - Oct. 24 
 
Th - Oct. 26
Tu - Oct. 31
Th - Nov. 2 
Tu - Nov. 7 
 
Th - Nov. 9
Tu - Nov. 14
Th - Nov. 16 
Tu - Nov. 21  
Th - Nov. 23 
Tu - Nov. 28 
 
 
Th - Nov. 30 
 
Tu - Dec. 5 
 
Th - Dec. 7 
 
Tu - Dec. 12
Fri - Dec. 15
 
Introduction. Overview of learning (ch. 1) 
lecture slides: 1 per page or 4 per page
Concept learning, version spaces (ch. 2) 
lecture slides: 1 per page or 4 per page
Version Spaces, inductive bias (ch. 2)
PAC learning (ch.7 through 7.3) 
lecture slides: 1 per page or 4 per page
no class
PAC learning, VC dimension, Mistake bounds 
(ch. 7.4 through 7.4.3, 7.5 through 7.5.3)
Tutorial in Information Theory  
(joint presentation to 15681/15781, usual classroom)  
lecture slides: 1 per page or 4 per page
Decision trees, overfitting, Occam's razor (ch. 3) 
lecture slides: 1 per page or 4 per page
Decision trees, overfitting, Occam's razor (cont.)
Statistical Estimation and Testing (ch. 5).  
lecture slides: 1 per page or 4 per page
VC-dimension problems.  Begin Neural networks (ch. 4)  
lecture slides: 1 per page or 4 per page
Neural networks cont. (ch. 4)
Neural networks cont. (ch. 4)
Tutorial on Linearly Separable Functions 
Review for midterm
MIDTERM EXAM grade distribution
Bayesian learning: MAP and ML learners (ch. 6)  
lecture slides: 1 per page or 4 per page
Bayes learning examples; MDL  (ch. 6) 
no class
midter review
Bayes Optimal Classifier, Gibbs sampling,  
Naive Bayes and learning over text  (ch 6) 
Naive Bayes and Bayes nets (ch 6) 
Expectation Maximization (EM)
Hidden Markov Models (HMM); Examples from speech recognition (ps,pdf)
HMM (cont.); Speech Recognition
Thanksgiving Break - No Class
Combining Learned Classifiers,  
Weighted Majority, Bagging, Boosting (1), (2) 
(ch. 7: Weighted majority)
Genetic algorithms, genetic programming (ch. 9)  
lecture slides: 1 per page or 4 per page
Instance based learning, k nearest nbr., locally weighted regression,  
Radial basis functions (ch. 8) 1 per page or 4 per page
Reinforcement learning (ch. 13)  
lecture slides: 1 per page or 4 per page
Review for final 
FINAL EXAM
 
For Reference: The official Academic Calendar at the Hub.

Note: The lectures slides are in compressed postscript format. In Unix environments all you need to do to view the slides is to click on the link. In Windows environments you should first save the link to a file on disk (right click). Next run the GSview program and then open the file. (GSview will automatically do the decompression so there is no need for a separate decompression step.)


Last modified: August 15, 2000