Natural Language Processing

ETH Zürich, Fall 2022: Course catalog

Course Description

The course constitutes an introduction to modern techniques in the field of natural language processing (NLP). Our primary focus is on the algorithmic aspects of structured NLP models. The course is self-contained and designed to complement other machine learning courses at ETH Zürich, e.g., Deep Learning (263-3210-00L) and Advanced Machine Learning (252-0535-00L). At some points in the course, familiarity with advanced algorithms, e.g., the contents of Algorithms Lab (263-0006-00L), and mathematical statistics, e.g., the contents of Fundamentals of Mathematical Statistics (401-3621-00L), will be useful. However, the necessary background knowledge can certainly be picked up in the context of the course, i.e., neither of the above-listed courses is a hard prerequisite. The course also has a strong focus on algebraic methods, e.g., semiring theory. In addition to machine learning, we also cover the linguistic background necessary for reading the NLP literature.

News

14. 9. 2022   Class website is online!
19. 9. 2022Assignment 1 has been released! See the public github repository for the accompanying code.
25. 9. 2022Assignment 2 has been released!
25. 9. 2022Recordings Polybox has been created. The password can be found on Moodle.
12. 10. 2022Assignment 3 has been released!
31. 10. 2022Assignment 4 has been released!
31. 10. 2022Assignment grading rubric has been released!
26. 11. 2022Assignment 5 has been released!
05. 12. 2022Assignment 6 has been released!
05. 01. 2022Practice exams have been released!

Organisation

On the Use of Class Time

There are two lecture slots for NLP. The first slot is on Monday from 12h to 14h. During this time, the main lecture will be given. The second slot is on Tuesday from 13h to 14h and will be used as a spill-over time if we did not get through all of the lecture material on Monday (this ensures that the class stays on track) and, time-permitting, the professor will work examples and hold an open-ended ask-me-anything-about-NLP session.

Both lectures will be given in the lecture hall HG F1 and live broadcast on Zoom; the password is available on the course Moodle page or in the live chat.

Lectures will be recorded. Recording will be uploaded to the course Polybox folder, whose password you can find on the course Moodle page as well.

Important: The ETH semester starts on Tuesday, September 20th, but the first lecture will take place on Monday, September 26th.

Live Chat

In addition to class time, there will also be a RocketChat-based live chat hosted on ETH’s servers. Students are free to ask questions of the teaching staff and of others in public or private (direct message). There are specific channels for each of the 6 assignments as well as for reporting errata in the course notes. All data from the chat will be deleted from ETH servers at the course’s conclusion. The chat supports LaTeX for easier discussion of technical material.

Important: There are three important points you should keep in mind about the course live chat:

  1. RocketChat will be the main communications hub for the course. You are responsible for receiving all messages broadcast in the RocketChat.
  2. Your username should be firstname.lastname. This is required as we will only allow enrolled students to participate in the chat and we will remove users which we cannot validate.
  3. We highly recommend you download the desktop app here.

This is the link to the main channel. To make the moderation of the chat more easily manageable, we have created a number of other channels on RocketChat. The full list is:

If you feel like you would benefit from any other channel, feel free to suggest it to the teaching team!

Course Notes

We are currently working on turning out class content into a book! The current draft of the book, i.e., the course notes, can be found here. Please report all errata to the teaching staff; we created an errata channel in RocketChat.

Other useful literature:
- Introduction to Natural Language Processing (Eisenstein)
- Deep Learning (Goodfellow, Bengio and Courville)
- AFLT Course Notes

Grading

Marks for the course will be determined by the following formula:
- 70% Final Exam
- 30% Assignment or Class Project

On the Final Exam

The final exam is comprehensive and should be assumed to cover all the material in the slides and class notes. About 50% of exam questions will be very similar (or even identical) to the theory portion of the class assignments. Thus, it behooves you to at least look at all the assignment questions while preparing for the final exam even if you do not turn them all in for a grade. Solutions for the assignments will not be provided (they will be re-used every year), but the teaching staff can answer questions if you solve the problems ahead of time.

On the Class Assignments

There will be 6 assignments which will be released roughly every two weeks. We impose three firm deadlines for handing in your solutions:

  • Assignment 1: November 15th
  • Assignment 2: December 15th
  • Assignments 3, 4, 5, and 6: January 15th

Only your highest-scoring 4 assignments will count towards your grade; each will be weighted equally. So, in principle, you may opt to not turn in 2 out of the 6 assignments without any effect on your grade. Note: Even though we plan to grade your submissions within one month, we advise you not to wait for your grades to be returned before you decide to tackle the next assignments. In essence, do not base your submission strategy on our grading estimates! The assignments will be graded according to the pre-determined Assignment grading rubric.

The class assignments were crafted to dovetail nicely with the lecture contents and, moreover, to complement the lectures through a more hands-on approach to the material. Each assignment has a theory portion, which will generally involve derivations or proofs related to the material, and a coding portion where you will implement a working model for one of the NLP tasks discussed in the lecture. The theory and the coding halves of the assignments will be weighed equally.

Assignment sheets:

The code relating to the assignments will be published on the public github repository. You should fork the repository and pull the incoming changes whenever they are released.

The detailed instructions for the submission will be given in each assignment separately, but the submissions will always be through the course Moodle page. The submission links are:

We require the solutions to be properly typeset. We recommend using LaTeX (with Overleaf), but markdown files with MathJax for the mathematical expressions are also fine. We provide a template for the writeups here; however, feel free to use your own.

On the Discussion Sections

Discussion sections (tutorials) will take place Wednesdays 16:15-19:00 in HG F7 and on Zoom (same link as the lectures). Their main purpose will be to help you with the assignment problems. We plan to devote 2 discussion sessions (two weeks) to each of the assignments. In them, TAs will introduce the problems, solve related exercises, and answer your questions about them. We therefore strongly encourage you to look at the problems in due time and come to the discussions sessions with your questions. We want the sessions to be useful for you!

On the Class Project

It is highly recommended that you do the class assignments. However, a student (in groups of up to 4 people) may choose to do a course project in lieu of the class assignments. This option is only recommended for academically oriented students who are interested in using this course to get into NLP research. If you choose to do a class project, you must submit a project proposal by October 31, 2022, on Moodle. The proposal is ungraded and will be inspected by the teaching assistants to ensure that the project is doable and you will pass the course should you execute the project as proposed. The write-up and code for the final project are due January 15, 2023; it is to be submitted through Moodle. General guidelines for the class project are given here.

Project work submission will be done on the course Moodle page. The submission links are:

Syllabus

Week Date   Topic Slides   Readings Supplementary Material Material Exercise Sheets
1 26.09.22 Introduction to Natural Language Lecture 1 Eisenstein Ch. 1
27.09.22 Introduction to Natural Language
2 03.10.22 Backpropagation Lecture 2 Goodfellow, Bengio and Courville Ch. 6.5 Chris Olah's Blog
Justin Domke’s Notes
Tim Vieira’s Blog
Moritz Hardt’s Notes
Bauer (1974)
Baur and Strassen (1983)
Griewank and Walter (2008)
Eisner (2016)
Backpropagation Proof
Computation Graph for MLP
Computation Graph Example
04.10.22 Backpropagation
3 10.10.22 Log-Linear Modeling---Meet the Softmax Lecture 3 Eisenstein Ch. 2 Ferraro and Eisner (2013)
Jason Eisner’s list of further resources on log-linear modeling
Exercises
11.10.22 Lecture Cancelled
4 17.10.22 Sentiment Analysis with Multi-layer Perceptrons Lecture 4 Eisenstein Ch. 3 and Ch. 4
Goodfellow, Bengio and Courville Ch. 6
Exercises
18.10.22 Sentiment Analysis with Multi-layer Perceptrons
5 24.10.22 Language Modeling with n-grams and LSTMs Lecture 5 Eisenstein Ch. 6
Goodfellow, Bengio and Courville Ch. 10
Good Tutorial on n-gram smoothing
Good–Turing Smoothing
Kneser and Ney (1995)
Bengio et al. (2003)
Mikolov et al. (2010)
Exercises
25.10.22 Language Modeling with n-grams and LSTMs
6 31.10.22 Part-of-Speech Tagging with CRFs Lecture 6 Eisenstein Ch. 7 and 8 Tim Vieira's Blog
McCallum et al. (2000)
Lafferty et al. (2001)
Sutton and McCallum (2011)
Koller and Friedman (2009)
Exercises
01.11.22 ONLINE ONLY Part-of-Speech Tagging with CRFs
7 07.11.22 Transliteration with WFSTs Lecture 7 Eisenstein Ch. 9 AFLT Course Notes Chapters 1, 2, and 3
Knight and Graehl (1998)
Mohri, Pereira and Riley (2008)
Exercises
08.11.22 Transliteration with WFSTs
8 14.11.22 Context-Free Parsing with CKY Lecture 8 Eisenstein Ch. 10 The Inside-Outside Algorithm
Jason Eisner’s Slides
Kasami (1966)
Younger (1967)
Cocke and Schwartz (1970)
Exercises
15.11.22 Pytorch Tutorial Notebook
9 21.11.22 Dependency Parsing with the Matrix-Tree Theorem Lecture 9 Eisenstein Ch. 11 Koo et al. (2007)
Smith and Smith (2007)
McDonald and Satta (2007)
McDonald, Kübler and Nivre (2009)
Exercises
21.11.22 Dependency Parsing with the Matrix-Tree Theorem
10 28.11.22 Semantic Parsing with CCGs Lecture 10 Eisenstein Ch. 9.3 and 12 Weir and Joshi (1988)
Kuhlmann and Satta (2014)
Mark Steedman's CCG slides
Exercises
29.11.22 Semantic Parsing with CCGs
11 5.12.22 Machine Translation with Transformers Lecture 11 Eisenstein Ch. 18 Neural Machine Translation
Vaswani et al. (2017)
Rush (2018)
Exercises
6.12.22 Machine Translation with Transformers
12 12.12.22 Axes of Modeling Lecture 12 Review: Eisenstein Ch. 2
Goodfellow, Bengio and Courville Ch. 5 and 11
Exercises
13.12.22 Axes of Modeling
13 19.12.22 Bias and Fairness in NLP Lecture 13 Bolukabasi et al. (2016)
Gonen and Goldberg (2019)
Hall Maudslay et al. (2019)
Vargas and Cotterell (2020)
A Course in Machine Learning Chapter 8
20.12.22 Bias and Fairness in NLP

Tutorial Schedule

Week Date   Topic Teaching Assistant Material
1 28.09.22 Course Logistics and Introduction of the TA Team All TAs Introduction Slides
2 05.10.22 Assignment 1 Niklas Stoehr
3 12.10.22 Assignment 1 Niklas Stoehr
4 19.10.22 No tutorials
5 26.10.22 No tutorials
6 02.11.22 Assignment 2 and Assignment 3 David Wissel, Alexandra Butoi, and Anej Svete Assignment 2 Slides
7 09.11.22 Assignment 2 and Assignment 3 David Wissel, Alexandra Butoi, and Anej Svete Transliteration Slides
8 16.11.22 Assignment 4 Franz Nowak Assignment 4 Slides Part 1
9 23.11.22 Assignment 4 Franz Nowak Assignment 4 Slides Part 2
10 30.11.22 Assignment 5 Benjamin Dayan Assignment 5 Slides
11 07.12.22 Assignment 6 Luca Malagutti Assignment 6 Slides
12 14.12.22 Assignment 5 Benjamin Dayan
13 21.12.22 Assignment 6 Luca Malagutti

Practice Exams