Research Assistant Professor in the
Dept. of Mathematics, SUNY Stony Brook

Office:

Department of Mathematics, Room 3-115

Stony Brook University

Stony Brook, NY 11794-3651

(631) 632-8262

E-mail : kamenova@math.stonybrook.edu

## Activities

###
Geometry at the ANU,
August 22 - 26, 2016, Australian National University, Canberra, Australia

## Teaching

Spring'16:
Advanced Topics in Complex Analysis: K3 surfaces,
hyperkaehler manifolds and moduli spaces,
MAT 670.

Past Teaching

## Putnam

If you are a Stony Brook undergraduate student and if you would like to
participate in the 2016 Putnam competition, please send me an e-mail.
Note that you may not participate in it more than four times.
In 2014/15 the SBU team placed 13th out of
577 teams.

## Professional

I got my Ph.D. in 2006 from MIT.
My advisor was Prof. Gang Tian.

I work in the field of complex differential geometry, in particular
on hyperkähler manifolds. Here is my
CV.

Complex structures on ruled surfaces, Proc. of the 30-th
Spring Conf. of UBM, Borovets, April 8-11, 2001, p.163-168 (2001)
(ps).

Hyper-Kaehler Fibrations and Hilbert Schemes, PhD Thesis (2006)
(pdf),
MIT Library.

Hyper-Kaehler Fourfolds Fibered by Elliptic Products, submitted
(pdf),
arXiv:1208.3778 [math.AG].

(with Misha Verbitsky) Families of Lagrangian fibrations on
hyperkähler manifolds, Adv. Math. 260 (2014) 401-413
(pdf),
arXiv:1208.4626 [math.AG].

(with Steven Lu and Misha Verbitsky) Kobayashi pseudometric on
hyperkähler manifolds, J. Lond. Math. Soc. (2014) 90(2):
436-450 doi: 10.1112/jlms/jdu038
(pdf),
arXiv:1308.5667 [math.AG].

(editor, with R. Donagi, M. Douglas, M. Rocek)
String-Math 2013 ,
Proceedings of Symposia in Pure Mathematics, Volume 88, AMS (2014)

Finiteness of Lagrangian fibrations with fixed invariants,
C. R. Acad. Sci. Paris 354, Ser. I, No. 7 (2016) 707 - 711,
http://dx.doi.org/10.1016/j.crma.2015.12.019,
(pdf),
arXiv:1509.01897 [math.AG].

(with F. Bogomolov, S. Lu and M. Verbitsky) On the Kobayashi
pseudometric, complex automorphisms and hyperkaehler manifolds,
to appear in "Geometry over nonclosed fields - Simons Symposium 2015"
(pdf),
arXiv:1601.04333 [math.AG].

(with M. Verbitsky) Algebraic non-hyperbolicity of hyperkaehler
manifolds with Picard rank greater than one,
submitted (pdf),
arXiv:1604.02601 [math.AG].

Survey of finiteness results for hyperkaehler manifolds,
in preparation.

## Personal

Family

Bridge

Badminton

Aikido

Erdös Number: 4