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6.438  Algorithms for Inference

Fall 2011

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Carl Friedrich Gauss and Andrey Andreyevich Markov

Instructors: Devavrat Shah, Gregory W Wornell

TAs: George H Chen, Roger Baker Grosse, George Jay Tucker

Lecture:  TR9.30-11  (32-124)        

Information: 

Introduction to statistical inference with probabilistic graphical models. Directed and undirected graphical models; factor graphs; Gaussian models. Hidden Markov models, linear dynamical systems. Sum‐product and junction tree algorithm. Forward‐backward algorithm; Kalman filtering and smoothing. Variational methods, mean‐field theory, and loopy belief propagation. Particle methods and filtering. Min‐sum algorithm; Viterbi algorithm. Building graphical models from data; parameter estimation, learning structure. Selected special topics.

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Announcements

quiz, solutions, and histogram posted

Hi all,

The second quiz has been posted on Stellar, along with the solutions and histogram.

Roger

Announced on 15 December 2011  9:55  p.m. by Roger Baker Grosse

all notes posted; reminders

Hi all,

1. By now, all lecture and recitation notes, as well as all recitation videos, have been posted to Stellar. (There are no videos for the final recitation.)

2. As a reminder, the final quiz is tomorrow, Monday Dec. 12, 7-10pm in 32-155. You're allowed 4 8.5/11" sheets of notes, both sides.

3. As a reminder, there are no office hours tomorrow from 5-7pm, but there are office hours 11am-12 in the usual place.

4. A bug in the likelihood expression for Gaussian mixture models in the recitation 11 notes has been fixed.

Roger

Announced on 11 December 2011  10:22  p.m. by Roger Baker Grosse

Homework 9 graded

Hi all,

Homework 9 has been graded. You can pick it up either at recitation tomorrow or at office hours.

Roger

Announced on 08 December 2011  11:18  p.m. by Roger Baker Grosse

Office hours this week

Hi all,

Because of the upcoming quiz, we're shifting the TA office hour schedule a bit. The new schedule is as follows:

Friday, 3-5pm
Sunday, 3-4pm
Monday, 11-12am

Wednesday 4-5pm is still available by appointment.

Roger

Announced on 06 December 2011  12:27  a.m. by Roger Baker Grosse

Rec. 11 notes are up: many remarks on the EM algorithm, full coverage of Baum-Welch, etc

Hello all.

I've gotten many questions regarding the last two lectures. I'll try to put up lecture notes some time later this weekend as well as some other resources that will hopefully fill in details.

For now, I've put up (extended!) recitation 11 notes, which includes lots of remarks about the EM algorithm and full coverage of the Baum-Welch algorithm (i.e. EM for HMM's) as well as the Gaussian mixture model example that I didn't have time to get to. Hopefully these examples help solidify how EM works.

Those of you who are using the alpha-beta version of the forward-backward algorithm for Problem 9.2 and want to know how to compute edge marginals using alpha-beta messages, check out equation (8) in the recitation notes (includes derivation, which uses facts from Lecture 9 notes relating alpha-beta messages to BP messages).

Meanwhile, several students asked about a Bayesian version of EM (i.e. for computing MAP rather than ML estimates), so I've included a brief discussion of this at the end of the recitation notes as well.

Cheers,
George

Announced on 03 December 2011  5:45  p.m. by George H Chen

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