The specific topics discussed in CSE 250B will include, not necessarily in this order,
| January 4 |
Nearest neighbor (kNN) classification method |
| January 6 |
Euclidean distance. Bayes
error and a guarantee for 1NN |
| January 11 |
Linear regression and learning
distance metrics for NN |
| January 13 |
Loss functions, regularization |
| January 18 |
Overfitting,
cross-validation,
selecting
parameters
for
algorithms |
| January 20 |
Maximum
likelihood |
| January 25 |
Conditional likelihood,
logistic regression model, likelihood derivatives |
| January 27 |
Stochastic gradient descent |
| February 1 |
Regularized logistic regression,
decision theory |
| February 3 |
Structured-label
supervised
learning, log-linear models |
| February 8 |
Conditional random fields (CRFs) |
| February 10 |
Viterbi algorithm |
| February 15 |
Forward and backward vectors and
computing expectations, stochastic gradient training |
| February 17 |
Perceptron training
algorithm. Multinomial distribution |
| February 22 |
Bag-of-words representation,
topic models |
| February 24 |
Latent Dirichlet allocation (LDA) |
| March 1 |
Gibbs sampling and the Dirichlet
distribution |
| March 3 |
Derivation of Gibbs sampling for
LDA |
| March 8 |
Learning a mixture model via
expectation-maximization (EM) |
| March 10 |
Expectation-maximization
in general |
There is no a priori correspondence between letter grades and numerical scores on the assignments or on the exam. You can evaluate your performance in the class by comparing your scores with the means and standard deviations, which will be announced. However there is also no fixed correspondence between letter grades and standard deviations above or below the mean. If all students do well in the absolute, then all students will get a good grade.
You should not drop CSE 250B just because you are unhappy with the score that you receive on a project. Instead, you should make an appointment to discuss with the instructor how you can do better on following projects.
Most recently updated on March 10, 2011 by Charles Elkan, elkan@cs.ucsd.edu.