Oliver Edtmair

Department of Mathematics, University of California, Berkeley
Office: 1075 Evans Hall
Email: oliver_edtmair at berkeley.edu



I am a graduate student at the University of California, Berkeley. My advisor is Michael Hutchings.

My research is in symplectic geometry and dynamics.


Research

  1. Symplectic capacities of domains close to the ball and quasi-invariant contact forms (with A. Abbondandolo and G. Benedetti)
    (in preparation, video)

  2. Legendrian embedded contact homology (with J. Chaidez, L. Wang, Y. Yao and Z. Zhao)
    (arXiv)

  3. An elementary alternative to PFH spectral invariants
    (arXiv)

  4. Disk-like surfaces of section and symplectic capacities
    (arXiv, video)

  5. The Ruelle invariant and convexity in higher dimensions (with J. Chaidez)
    (arXiv)

  6. PFH spectral invariants and C-infinity closing lemmas (with M. Hutchings)
    (arXiv, video)

  7. 3D convex contact forms and the Ruelle invariant (with J. Chaidez)
    Inventiones Mathematicae 229, 243–301 (2022) (journal, arXiv, video)