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math-basics-for-ai's Introduction

Logistics

  • Lecturer: Evgeniya Korneva
  • Pre-recorder video lectures: see group chat.
  • Live practical sessions: Mondays & Fridays 19:00 Moscow time. Recordings are uploaded afterwards.
  • Office hours: upon request

Useful Resources

Linear Algebra

Calculus

  • (Youtube playlist) Essence of Calculus
  • (lecture notes) Introduction to Differential Calculus [pdf]
  • (lecture notes) First Semester Calculus [pdf]

General

LaTeX

  • Learn LaTeX in 30 minutes โ€“ an Overleaf guide
  • A series of great YouTube tutorials:
    • part 1: intro and overview of the very basics;
    • part 2: tables, figures, theorems and more;
    • part 3: writing a thesis with LaTeX.
  • Detexify - draw a symbol you are looking for, and this web will give you its latex representation.

Graded assignments

Agenda

0. Monday, Sept 25: Introduction

  • Welcome quiz [google form]
  • Homework (not mandatory) - getting familiar with LaTeX
    • create an Overleaf account;
    • check out some of the tutorials (e.g., mentioned above);
    • practice: recreate the formulas you see (try not to look at the source first!) [link].

1. Friday, Sept 29

2. Monday, Oct 2

  • Quiz review: norms
  • Cosine similarity vs. Euclidian distance
  • Gram-Schmidt process
  • Homework:
    • Gram-Schmidt process [notebook][solutions]
    • watch lecture 3
    • graded assignment 1 is OUT (deadline next Monday before the class)

3. Friday, Oct 6

  • Quiz: lectures 1 - 3 [google form]
  • Method of least squares
  • Homework
    • (extended to graded assignmnet) Python practice [notebook]
    • watch lecture 4
    • graded assignment 1 (deadline Monday, October 9 before the class)

4. Monday, Oct 9

  • Quiz: [google form]
  • Homework:
    • graded assignment 2 (deadline Monday, October 16 before the class)
    • review eigendecomposition

5. Friday, Oct 13

6. Monday, Oct 16

7. Friday, Oct 20

8. Monday, Oct 23

  • Multivariate functions

9. Friday, Oct 27

  • Chain rule
  • Matrix derivatives

10. Monday, Oct 30

  • Gradient descent
  • Integration techniques

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