Talks given

  1. 9th Polish Combinatorial Conference, September 2022, talk about a partial generalization of the Grunwald-Wang theorem and applications to Ramsey theory
  2. ELAZ, August 2022, speed talk about a partial generalization of the Grunwald-Wang theorem and applications to Ramsey theory.
  3. Toposym, July 2022, poster presentation about the dynamical canonical van der Waerden conjecture.
  4. Cracow Summer School in Discrete Mathematics, July 2022, talk about a partial generalization of the Grunwald-Wang theorem and applications to Ramsey theory

  5. University of Adam Mickiewicz student seminar, July 2022, a partial generalization of the Grunwald-Wang theorem and applications to Ramsey theory.
  6. Renyi’s 100th birthday conference, June 2022, poster presentation about generalizations of van der Corput’s difference theorem and applications to recurrence.
  7. Midwest dynamical systems early career conference, May 2022, poster presentation about generalizations of van der Corput’s difference theorem and applications to recurrence.
  8. OSU Sarnak conjecture learning seminar, (April) 2022, talk about certain aspects of the möbius randomness principle
  9. Dynamical Systems Seminar at Jagiellonian University in Kraków, March 2022, connections between van der Corput’s difference theorem and the ergodic hierarchy of mixing properties
  10. OSU What is seminar (June) 2021, talk about the Lovász conjecture and the 1-2-3 conjecture.
  11. McGill University descriptive dynamics and combinatorics seminar, April 2021, talk about connections between van der Corput’s difference theorem and the ergodic hierarchy of mixing properties.
  12. OSU ergodic theory and combinatorial number theory student seminar, October 2020, 3 part talk about connections between van der Corput’s difference theorem and the ergodic hierarchy of mixing properties. Part 1 Part 2 Part 3
  13. OSU What is seminar (June) 2018, talk about What is the continued fraction factoring method?.
  14. OSU What is seminar (July) 2017, talk about What is an Engel series?.