Skip to content

Latest commit

 

History

History
107 lines (85 loc) · 6.44 KB

index.md

File metadata and controls

107 lines (85 loc) · 6.44 KB

Overview

Welcome to STATS 305B! Officially, this course is called Applied Statistics II. Unofficially, I call it Models and Algorithms for Discrete Data. We will cover models ranging from generalized linear models to sequential latent variable models, autoregressive models, and transformers. On the algorithm side, we will cover a few techniques for convex optimization, as well as approximate Bayesian inference algorithms like MCMC and variational inference. I think the best way to learn these concepts is to implement them from scratch, so coding will be a big focus of this course. By the end of the course, you'll have a strong grasp of classical techniques as well as modern methods for modeling discrete data.

Logistics

Instructor: Scott Linderman
TAs: Amber Hu and Michael Salerno
Term: Winter 2024-25
Time: Monday and Wednesday, 1:30-2:50pm
Location: Sequoia Hall, Room 200, Stanford University

Office Hours

  • Scott: Wed 10-11am, Wu Tsai Neurosciences Institute, 2nd Floor in the Theory Center
  • Michael: Thu, 5-7pm, location TBD
  • Amber: Fri 1:30-3:30pm, Sequoia library (Rm 105), starting 1/17

Prerequisites

Students should be comfortable with undergraduate probability and statistics as well as multivariate calculus and linear algebra. This course will emphasize implementing models and algorithms, so coding proficiency with Python is required. (HW0: Python Primer will help you get up to speed.)

Books

This course will draw from a few textbooks:

  • Agresti, Alan. Categorical Data Analysis, 2nd edition. John Wiley & Sons, 2002. link
  • Gelman, Andrew, et al. Bayesian Data Analysis, 3rd edition. Chapman and Hall/CRC, 2013. link
  • Bishop, Christopher. Pattern Recognition and Machine Learning. Springer, 2006. link

We will also cover material from research papers.

Schedule

Please note that this is a tentative schedule. It may change slightly depending on our pace.

Date Topic Slides Additional Reading
Mon, Jan 6, 2025 Basics of Probability and Statistics and Contingency Tables
HW0 Released
download {cite:p}agresti2002categorical Ch. 1-3
Wed, Jan 8, 2025 Logistic Regression download {cite:p}agresti2002categorical Ch. 4-5
Fri, Jan 10, 2025 HW0 Due
Mon, Jan 13, 2025 Exponential Families
HW1 Released
{cite:p}agresti2002categorical Ch. 4-5
Wed, Jan 25, 2025 Generalized Linear Models {cite:p}agresti2002categorical Ch. 6
Mon, Jan 20, 2025 MLK Day. No class
Wed, Feb 22, 2025 L1-regularized GLMs {cite:p}friedman2010regularization and {cite:p}lee2014proximal
Fri, Jan 24, 2025 HW1 Due
Mon, Jan 27, 2025 Bayesian Inference
HW2 Released
{cite:p}gelman1995bayesian Ch. 1
Wed, Jan 29, 2025 Markov Chain Monte Carlo
Mon, Feb 3, 2025 Variational Inference
Wed, Feb 5, 2025 Midterm Exam (in class)
Mon, Feb 10, 2025 Mixture Models and EM
HW2 Due; HW3 Released
{cite:p}bishop2006pattern Ch. 9
Wed, Feb 12, 2025 Hidden Markov Models {cite:p}bishop2006pattern Ch. 13
Mon, Feb 17, 2025 Presidents' Day. No class
Wed, Feb 19, 2025 Linear Dynamical Systems
Fri, Feb 21, 2025 HW3 Due
Mon, Feb 24, 2025 Variational Autoencoders
HW4 Released
{cite:p}kingma2019introduction Ch.1-2
Wed, Feb 26, 2025 Tranformers {cite:p}turner2023introduction
Mon, Mar 3, 2025 State Space Layers (S4, S5, Mamba) {cite:p}smith2023simplified and {cite:p}gu2023mamba
Wed, Mar 5, 2025 Denoising Diffusion Models {cite:p}turner2024denoising
Mon, Mar 10, 2025 Point Processes
Wed, Mar 12, 2025 Wrap Up
Fri, Mar 14, 2025 HW4 Due

Assignments

There will be 5 assignments due roughly every other Friday. They will not be equally weighted. The first one is just a primer to get you up to speed; the last one will be a bit more substantial than the rest.

Late Policy

We will allow 5 late days to be used as needed throughout the quarter.

Exams

  • Midterm Exam: In class on TBD

    • You may bring a cheat sheet covering one side of an 8.5x11" piece of paper
  • Final Exam: On TBD in Room TBD

    • You may bring a cheat sheet covering both sides of an 8.5x11" piece of paper

Grading

Tentatively:

Assignment Percentage
HW 0 5%
HW 1-3 15% each
HW 4 20%
Midterm 10%
Final 15%
Participation 5%