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Dmitry Tonkonog

About me

I am a Simons Visiting Assistant Professor at UC Berkeley, Department of Mathematics, participating in the Simons Collaboration on Homological Mirror Symmetry. I do research in symplectic geometry and mirror symmetry.

Here is the link to my CV.

Contact

Email: _tonkonog@berkeley.edu or _tonkonog@gmail.com, where _ should be replaced by d.
Office: 813 Evans.

Brief CV

2017- UC Berkeley, Simons Visiting Assistant Professor. PI: Denis Auroux
2016-2017 Uppsala University, Postdoctoral Researcher. PI: Tobias Ekholm; funded by the Geometry & Physics project grant from the Knut and Alice Wallenberg Foundation.
2012-2016 University of Cambridge, PhD student. Supervisor: Ivan Smith

Teaching

Previously: Math 143 Elementary Algebraic Geometry (2018, UC), Math 185 Introduction to Complex Analysis (2017, UC), 1MA259 Differential Topology (2017, Uppsala).

This maths we're in

11. Refined disk potentials for immersed Lagrangian surfaces
(with Georgios Dimitroglou Rizell and Tobias Ekholm)
arXiv preprint, 2018 [arXiv]
10. Geometry of symplectic flux and Lagrangian torus fibrations
(with Egor Shelukhin and Renato Vianna)
arXiv preprint, 2018 [arXiv]
9. String topology with gravitational descendants, and periods of Landau-Ginzburg potentials
arXiv preprint, 2018 [arXiv]
8. From symplectic cohomology to Lagrangian enumerative geometry
arXiv preprint, 2017 [arXiv]
7. The wall-crossing formula and Lagrangian mutations
(with James Pascaleff)
arXiv preprint, 2017 [arXiv]
6. Low-area Floer theory and non-displaceability
(with Renato Vianna)
J. Symp. Geom. 16(5) 1409-1454 (2018) [arXiv] [Publication]
5. The closed-open string map for S^1-invariant Lagrangians Algebr. Geom. Topol. 18(1) 15-68 (2018) [arXiv] [Publication]
4. Commuting symplectomorphisms and Dehn twists in divisors Geom. Topol. 19(6) 3345-3403 (2015) [arXiv] [Publication]
3. Nerves of good covers are algorithmically unrecognizable
(with Martin Tancer)
SIAM J. Comput. 42(4) 1697-1719 (2013) [arXiv] [Publication]
2. A simple proof of the geometric fractional monodromy theorem Moscow Univ. Math. Bull. 68(2) 118-121 (2013) [Publication]
1. Embedding 3-manifolds with boundary into closed 3-manifolds Topol. Appl. 158(9) 1157-1162 (2011) [arXiv] [Publication]


Updated 26 Feb 2019