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22 VIDEOS out of 178 TALKS (in 2008-2020)

Written works:
  1. T. Coates, S. Galkin, A. Kasprzyk, A. Strangeway: Quantum periods for certain four-dimensional Fano manifolds.
    Experimental Mathematics 29 (2020), no. 2, 183--221. arXiv:1406.4891.
  2. S. Galkin, S. Rybakov: A family of K3 surfaces and towers of algebraic curves over finite fields.
    Math. Notes, 106:6 (2019), 1014--1018. arXiv:1910.14379
  3. S. Galkin, H. Iritani: Gamma conjecture via mirror symmetry.
    Primitive Forms and Related Subjects --- Kavli IPMU 2014, 55--115, Mathematical Society of Japan, Tokyo, Japan, 2019. Advanced Studies in Pure Mathematics no. 83, 2019. arXiv:1508.00719.
  4. P. Belmans, S. Galkin, S. Mukhopadhyay: Examples violating Golyshev's canonical strip hypotheses.
    Experimental Mathematics. 2019.06.17, 5 pages. arXiv:1806.07648. MPIM 18-32.
  5. S. Galkin, V. Golyshev, H. Iritani: Gamma classes and quantum cohomology of Fano manifolds: Gamma conjectures.
    Duke Math. J. 165 (2016), no. 11, 2005--2077. arXiv:1404.6407. IPMU 10-0200.
  6. 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.
  7. 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.
  8. S. Galkin, L. Katzarkov, A. Mellit, E. Shinder: Derived categories of Keum's fake projective planes.
    Adv. Math. 278 (2015), pp. 238--253.
  9. 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.
  10. S. Galkin: Degenerations, transitions and quantum cohomology.
    in: Tropical Aspects in Geometry, Topology and Physics. Oberwolfach Report No. 23/2015, pp. 1269--1273. arXiv:1809.02737
  11. T. Coates, A. Corti, S. Galkin, V. Golyshev, A. Kasprzyk: Mirror Symmetry and Fano manifolds.
    in: ECM KrakΓ³w, 2-7 July, 2012 (pp. 285--300). arXiv:1212.1722. IPMU 12-0102.
  12. J. A. Cruz Morales, S. Galkin: Upper bounds for mutations of potentials.
    SIGMA 9 (2013), 005, 13 pages. arXiv:1301.4541. IPMU 12-0110.
  13. M. Akhtar, T. Coates, S. Galkin, A. Kasprzyk: Minkowski Polynomials and Mutations.
    SIGMA 8 (2012), 094, 707 pages. arXiv:1212.1785. IPMU 12-0120.
  14. S. Galkin, V. Golyshev: Quantum cohomology of Grassmannians and cyclotomic fields.
    Russ. Math. Surv. (2006), 61(1):171.
  15. S. Galkin, P. Popov: On pairs, triples and quadruples of points on a cubic surface. arXiv:1810.07001.
  16. S. Galkin, I. Karzhemanov, E. Shinder: On automorphic forms of small weight for fake projective planes. 2014. IPMU 15-0202. arXiv:1602.06107.
  17. S. Galkin, E. Shinder: On a zeta-function of a dg-category. arXiv:1506.05831.
  18. S. Galkin, E. Shinder: The Fano variety of lines and rationality problem for a cubic hypersurface. arXiv:1405.5154.
  19. S. Galkin, L. Katzarkov, A. Mellit, E. Shinder: Minifolds and Phantoms. 2013. IPMU 13-0102. arXiv:1305.4549.
  20. S. Galkin, A. Mellit: Minifolds 1: on the projective fourspace. 2011. IPMU 11-0100.
  21. S. Galkin, A. Usnich: Laurent phenomenon for Ginzburg-Landau potential. 2010. IPMU 10-0100.
  22. S. Galkin: The conifold point. arXiv:1404.7388.
  23. S. Galkin: Fano-Mathieu correspondence. 2010. IPMU 10-0150. arXiv:1809.02738.
  24. S. Galkin: G-minimal varieties are quantum minimal. 2010. IPMU 10-0101.
  25. S. Galkin: ApΓ©ry constants of homogeneous varieties. 2008. Preprint SFB45. arXiv:1604.04652.
  26. S. Galkin: Two instances of fake minimal Fano threefolds. 2008. Preprint SFB45. IPMU 11-0099.
  27. S. Galkin: Small toric degenerations of Fano threefolds. 2008. IPMU 12-0121. arXiv:1809.02705.
  28. S. Galkin: Toric degenerations of Fano manifolds. Ph.D. Thesis (Steklov Math Institute, April 3, 2008). (in Russian)
  29. S. Galkin: Picard lattices of nodal toric Fano threefolds. 2008. (in Russian)
  30. S. Galkin: Del Pezzo surfaces and low ramified pencils of elliptic curves. 2008. (in Russian)
  31. S. Galkin: Derived categories of coherent sheaves on toric stacks. 2004. ITEP-TH-105/04. (in Russian)

Mini-courses:
Organization of seminars: Organization of conferences, workshops, schools, minicourses: Lecture courses: Algebraic Structures, Commutative Algebra, Topics in Geometry, Algebraic Geometry, Symmetries and Moduli Spaces, Algebraic Surfaces, Proofs of Irrationality, Modular Forms, Projective Geometry

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