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Michael P. Landry, Ph.D.

Assistant Professor
Mathematics and Statistics

Courses Taught

Math 1510 Calculus I: Math 2530 Calculus III: Math 3550 Differential Equations: Math 5310 Point set topology: Math 6310 Algebraic topology

Education

Ph.D. Yale University 2019

Research Interests

  • Low-dimensional topology
  • Geometry
  • Dynamics.

Publications and Media Placements

Selected Publications:

Endperiodic maps, splitting sequences, and branched surfaces. Michael Landry and Chi Cheuk Tsang. To appear in Geometry and Topology. 144 pages.

A polynomial invariant for veering triangulations. Michael Landry, Yair Minsky, and Samuel Taylor. Journal of the European Mathematical Society Vol. 6, no. 2, pp. 731-788. 2024.

Flows, growth rates, and the veering polynomial. Michael Landry, Yair Minsky, and Samuel Taylor. Ergodic Theory and Dynamical Systems Vol. 43, no. 9, pp. 3026-3107. 2023.

Veering triangulations and the Thurston norm: homology to isotopy. Michael Landry. Advances in Mathematics, Volume 396, paper 108102, pp. 1-53, 2022.