McGill

Ergodic Theory and Measured Group Theory

Math 594/740: Topics in Ergodic Theory and Measured Group Theory

2022 Winter

function graph

Class info

  • Lecture: TueThu 11:35–12:55
  • Classroom: BURN 1205
  • Zoom link (email me for the passcode)

Instructor

Course description

  • Course description and syllabus [pdf]

Lectures

  • Lecture 26 – 2022.04.12: notes
  • Lecture 25 – 2022.04.07: notes
  • Lecture 24 – 2022.04.05: notes
  • Lecture 23 – 2022.03.25: notes
  • Lecture 22 – 2022.03.24: notes
  • Lecture 21 – 2022.03.22: notes
  • Lecture 20 – 2022.03.18: notes
  • Lecture 19 – 2022.03.17: notes
  • Lecture 18 – 2022.03.15: notes
  • Lecture 17 – 2022.03.10: notes
  • Lecture 16 – 2022.03.08: notes
  • Lecture 15 – 2022.02.24: notes
  • Lecture 14 – 2022.02.22: notes
  • Lecture 13 – 2022.02.17: notes
  • Lecture 12 – 2022.02.15: notes
  • Lecture 11 – 2022.02.10: notes
  • Lecture 10 – 2022.02.08: notes
  • Lecture 9 – 2022.02.03: notes
  • Lecture 8 – 2022.02.01: notes
  • Lecture 7 – 2022.01.27: notes
  • Lecture 6 – 2022.01.25: notes
  • Lecture 5 – 2022.01.21: notes
  • Lecture 4 – 2022.01.19: notes
  • Lecture 3 – 2022.01.13: notes
  • Lecture 2 – 2022.01.11: notes
  • Lecture 1 – 2022.01.06: notes
  • Lecture 21 – 2022.03.22: notes and forgot to record
  • Lecture 14 – 2022.02.22: notes and forgot to record
  • Lecture 12 – 2022.02.15: notes and forgot to record
  • Lecture 11 – 2022.02.10: notes and forgot to record

Homework

References

  • A. Kechris, B. Miller, Topics in Orbit Equivalence, Lecture Notes in Math., vol. 1852, Springer, 2004 [Springer link]
  • T. Austin's Entropy and Ergodic Theory course notes [link]
  • A. Kechris, The theory of countable Borel equivalence relations, survey, 2018 [pdf]
  • A. Tserunyan, Introduction to Descriptive Set Theory, lecture notes [pdf]

Coursework and grades