I am on leave to University of Geneva until April 2017.

List of my talks (some have videos).

My profiles otherwhere:
HSE (my university), Google Scholar, arXiv, mathnet, MathSciNet, Zentralblatt, ORCID, Scopus, ResearcherID, elibrary.ru, rnr, kaken.


  1. S. Galkin, V. Golyshev, H. Iritani: Gamma classes and quantum cohomology of Fano manifolds.
    Duke Math. J. 165 (2016), no. 11, 2005--2077. arXiv:1404.6407. IPMU 10-0200.
  2. T. Coates, A. Corti, S. Galkin, A. Kasprzyk: Quantum periods for 3-dimensional Fano manifolds.
    Geometry & Topology 20 (2016) 103-256. arXiv:1303.3288. IPMU 13-0113.
  3. S. Galkin, A. Mellit, M. Smirnov: Dubrovin's conjecture for IG(2,6).
    Int Math Res Notices (2015) 2015 (18): 8847-8859. arXiv:1405.3857.
  4. S. Galkin, L. Katzarkov, A. Mellit, E. Shinder: Derived categories of Keum's fake projective planes.
    Adv. Math. 278 (2015), pp. 238–253.
  5. S. Galkin, E. Shinder: Exceptional collections of line bundles on the Beauville surface.
    Adv. Math. 244 (2013), pp. 1033-1050. arXiv:1210.3339. MPIM 12-60.
  6. T. Coates, A. Corti, S. Galkin, V. Golyshev, A. Kasprzyk: Mirror Symmetry and Fano manifolds.
    ECM Kraków, 2–7 July, 2012 (pp. 285-300). arXiv:1212.1722. IPMU 12-0102.
  7. J. A. Cruz Morales, S. Galkin: Upper bounds for mutations of potentials.
    SIGMA 9 (2013), 005, 13 pages. arXiv:1301.4541. IPMU 12-0110.
  8. M. Akhtar, T. Coates, S. Galkin, A. Kasprzyk: Minkowski Polynomials and Mutations.
    SIGMA 8 (2012), 094, 707 pages. arXiv:1212.1785. IPMU 12-0120.
  9. S. Galkin, V. Golyshev: Quantum cohomology of Grassmannians and cyclotomic fields.
    Russ. Math. Surv. (2006), 61(1):171.
arXiv preprints:
  1. S. Galkin, I. Karzhemanov, E. Shinder: Acyclicity of non-linearizable line bundles on fake projective planes. arXiv:1602.06107.
  2. S. Galkin, H. Iritani: Gamma conjecture via mirror symmetry. arXiv:1508.00719.
  3. S. Galkin, E. Shinder: On a zeta-function of a dg-category. arXiv:1506.05831.
  4. T. Coates, S. Galkin, A. Kasprzyk, A. Strangeway: Quantum Periods For Certain Four-Dimensional Fano Manifolds. arXiv:1406.4891.
  5. S. Galkin, E. Shinder: The Fano variety of lines and rationality problem for a cubic hypersurface. arXiv:1405.5154.
  6. S. Galkin: The conifold point. arXiv:1404.7388.
  7. S. Galkin, L. Katzarkov, A. Mellit, E. Shinder: Minifolds and Phantoms. arXiv:1305.4549. IPMU 13-0102.
  8. S. Galkin: Apery constants of homogeneous varieties. arXiv:1604.04652. Preprint SFB45 (2008).
IPMU preprints:
  1. S. Galkin, A. Mellit: Minifolds 1: on the projective fourspace . Preprint IPMU 11-0100.
  2. S. Galkin: G-Fano threefolds are mirror-modular. Preprint IPMU 10-0150.
  3. S. Galkin, A. Usnich: Laurent phenomenon for Ginzburg-Landau potential. Preprint IPMU 10-0100.
  4. S. Galkin: G-minimal varieties are quantum minimal. Preprint IPMU 10-0101.
  5. S. Galkin: Two instances of fake minimal Fano threefolds. IPMU 11-0099. Preprint SFB45 (2008)
  6. S. Galkin: Small toric degenerations of Fano threefolds. preprint (2008) IPMU 12-0121
Written in Russian:
  1. S. Galkin: Toric degenerations of Fano varieties. Ph.D. Thesis (Steklov Math Institute, April 3, 2008), (in Russian)
  2. S. Galkin: Picard lattices of nodal toric Fano threefolds. (in Russian)
  3. S. Galkin: Del Pezzo surfaces and low ramified pencils of elliptic curves. (in Russian)
  4. S. Galkin: Derived categories of coherent sheaves on toric stacks. Preprint ITEP-TH-105/04 (in Russian).

Organization of seminars:

Organization of conferences, workshops, schools, minicourses: Lecture courses in Moscow (HSE, IUM, MIPT): Mini-courses:
My dear coauthors: Mohammad AKHTAR, Alexey BONDAL, Tom COATES, Alessio CORTI, John Alexander CRUZ MORALES, Vasily GOLYSHEV, Hiroshi IRITANI, Ilya KARZHEMANOV, Al KASPRZYK, Ludmil KATZARKOV, Anton MELLIT, Grigory MIKHALKIN, Evgeny SHINDER, Constantin SHRAMOV, Maxim SMIRNOV, Andrew STRANGEWAY, Alexandr USNICH.

FANOSEARCH is an ongoing collaboration (myself, V. Golyshev and a group in England), that started in 2009.

Mathematics in Moscow (places, seminars, job/study opportunities).