Loewner dynamics

Loewner Dynamics of the Multiple SLE(0) Process

Explain the recent work on multiple SLE(0) with Byun, Kang, and Makarov

Apr 19, 2024 10:00 -0800 — Apr 20, 2024 11:00 -0800 University of Denver (online)

Tom Alberts, Sung-Soo Byun, Nam-Gyu Kang, Nikolai Makarov

Loewner Dynamics for the Multiple SLE(0) Process

Explain the recent work on multiple SLE(0) with Byun, Kang and Makarov.

Apr 6, 2023 11:30 MDT — 12:30 MDT Burnside Hall, McGill University

Tom Alberts, Sung-Soo Byun, Nam-Gyu Kang, Nikolai Makarov

Loewner Dynamics for Real Rational Functions and the Multiple SLE(0) Process

Explain the recent work on multiple SLE(0) with Kang and Makarov.

Jan 25, 2022 08:00 -0900 — 09:00 -0900 Mathematical Sciences Research Institute

Tom Alberts, Nam-Gyu Kang, Nikolai Makarov

Loewner Dynamics for the Multiple SLE(0) Process

Explain the recent work on multiple SLE(0) with Kang and Makarov.

Aug 27, 2021 08:00 -0700 — 09:00 -0700 Simons Center for Geometry and Physics

Tom Alberts, Nam-Gyu Kang, Nikolai Makarov

Loewner Dynamics for the Multiple SLE(0) Process

Explain the recent work on multiple SLE(0) with Kang and Makarov.

Jul 22, 2021 07:30 -0700 — 08:00 -0700 World Congress of Probability and Statistics

Tom Alberts, Nam-Gyu Kang, Nikolai Makarov

Loewner Dynamics for the Multiple SLE(0) Process

Explain the recent work on multiple SLE(0) with Kang and Makarov.

Mar 1, 2021 16:15 -0500 — 17:15 -0500 MIT

Tom Alberts, Nam-Gyu Kang, Nikolai Makarov

Loewner Dynamics for the Multiple SLE(0) Process

Explain the recent work on multiple SLE(0) with Kang and Makarov.

Feb 10, 2021 13:30 -0500 — Jan 27, 2021 14:30 -0500 Purdue University

Tom Alberts, Nam-Gyu Kang, Nikolai Makarov

Loewner Dynamics for the Multiple SLE(0) Process

Explain the recent work on multiple SLE(0) with Kang and Makarov.

Jan 27, 2021 15:00 MST — 16:00 MST University of Arizona and University of Utah

Tom Alberts, Nam-Gyu Kang, Nikolai Makarov

Pole dynamics and an integral of motion for multiple SLE(0)

We describe the Loewner chains of the real locus of a class of real rational functions whose critical points are on the real line. Our …

Tom Alberts, Nam-Gyu Kang, Nikolai Makarov, Sung-Soo Byun