Talks since Apr 3, 2008 (my PhD defense):
# Title Date Place
+4Geometry of surfaces with geometric genus zero.Jan 20-24, 2014EPFL, Lausanne
82On positive aspects of mirror symmetryJan 10, 2014TNU, Taipei
81Cubics, squares and linesJan 4, 2014CUHK, Hong Kong
80Mirror symmetry for Fano manifoldsJan 2, 2014CUHK, Hong Kong
79The conifold pointDec 4, 2013Paris 6
78Mirror symmetry for elliptic curvesNov 29, 2013IUM
77Mirror symmetry in lowest dimensionsNov 21, 2013NRU HSE
76Minuscule varieties and mirror symmetryNov 14, 2013CINVESTAV
75Lines and symmetric squares of cubic hypersurfacesNov 14, 2013CINVESTAV
74Intersection of two quadrics, moduli spaces and mirror symmetryNov 6, 2013Puerto Escondido
73Pairs of points and lines on cubics Oct 3, 2013Steklov
72Quantum cohomology algebra of toric Fano manifolds contains a field as a direct summandSep 27, 2013EIMI, St.Petersburg
+4lectures on Fano manifoldsSeptember 2013MPIM, Bonn
71The quantization of mirror symmetry for del Pezzo surfacesSep 11, 2013MPIM, Bonn
70Lines and pairs of points on cubicsSep 5, 2013MPIM, Bonn
69Zeta-functions of perfect categories, symmetric powers and Hilbert schemesJune 3, 2013Mainz
68Tropical del Pezzo surfaces and quantum cluster surfacesJune 14, 2013IRMA, Strasbourg
67MinifoldsMar 29, 2013LAG, HSE, Moscow
66Bartender's guide to wandering drunkardsMar 12, 2013Yandex, Moscow
+4Apery, Gamma, Dubrovin, mirror symmetry and quantum cohomologyMar 2013HSE, Moscow
65Exceptional collections on punctual Hilbert schemes of surfaces, and cateorical zeta-functionsFeb 25, 2013IPMU, Kashiwa
64Schur functors applied to field theoriesFeb 21, 2013U Tokyo, Komaba
63Zeta and EtaFeb 4, 2013Sao Luis
62Projective duality, quantum cohomology and exceptional approximationsNov 15, 2012IPMU, Kashiwa
61Phantom categoriesNov 8, 2012RIMS, Kyoto
60Symmetries of hypersurfacesSep 28, 2012Steklov, Moscow
59Exceptional collections of four line bundles on Beauville's quotient-product surfaceSep 14, 2012Steklov, Moscow
58Minifolds and phantomsAugust 4, 2012Vienna
57Mutations of potentials and their upper boundsJuly 13, 2012Bonn
56Surface and threefold mutationsJune 15, 2012Vienna
55Introduction to mutations of potentialsJune 8, 2012Vienna




54MinifoldsApr 25, 2012Steklov, Moscow
53Exceptional nc-HS and Diophantine approximationsMar 30, 2012Mainz
52Gamma-conjectures and recovering topology, 3: the conjecture OMar 25, 2012MPIM Bonn
+3 (3)Reflecting Fano, 3: mirror symmetryMar 22, 2012Geneve
+3 (2)Reflecting Fano, 2: A-modelMar 20, 2012Geneve
+3 (1)Reflecting Fano, 1Mar 19-22, 2012Geneve
51Homologically minimal fourfoldsJan 31, 2012Huatulco
50Homologically minimal fourfoldsDec 23, 2011Bangkok
49Two talks on Fano/ELP workshopDec 14-16, 2011FU Berlin
48Towards the unified symmetryDec 13, 2011SFB647, Berlin
47Inequalities and their extremesDec 5, 2011FU Berlin
46Finite order autoequivalences of K3 categoriesOct 26, 2011Kinosaki
45More symmetries of K3Sep 29, 2011Edinburgh
44Generalized K3 automorphismsSep 23, 2011Golden sands
43Apery class and Gamma-conjecturesSep 15, 2011Bayreuth
42Non-commutative mirror symmetryJuly 13, 2011Split
41Mirror's symmetryJuly 1, 2011Vienna
40The ubiquity of reflexivityJune 29, 2011Vienna
+5Five lectures on Fano mirrorsJune 6-11, 2012Anmyendo
39New ways to count up to 15June 3, 2011U Kyoto
38Mirrors for Mori and MukaiJune 2, 2011RIMS, Kyoto
37Cremona and MathieuMay 28, 2011Edinburgh
36Fano and MathieuMay 12, 2011Banff
35Mutations of potentials and shards of the mirrorMay 6, 2011Vienna
34Fano and Mathieu, Kummer and NiemeierMay 4, 2011Vienna
33Kummer and Niemeier (Fano and Mathieu - II)Apr 4, 2011IUM/IITP, Moscow
32Mutations of potentialsMar 29, 2011Steklov, Moscow
31Fano and MathieuMar 28, 2011IUM/IITP, Moscow
30Mirrors for minuscule varietiesFeb 24, 2011KC London
29.4New quantum motive candidate from abelian/non-abelian correspondenceFeb 25, 2011IC London
29.3Special Cremona group gauge-equivalence principleFeb 25, 2011IC London
29.2Cones and Unsections; Tom, Jerry and SpikeFeb 24, 2011IC London
29.1Beyond Minkowski ansatzFeb 23, 2011IC London
28Mirrors for Fano threefoldsFeb 21, 2011KIAS, Seoul
27Degenerations, mirrors and their mutationsFeb 14, 2011KIAS, Seoul
26Mirror symmetry for minuscule varietiesFeb 11, 2011KIAS, Seoul
25Laurent phenomenon for Landau-Ginzburg potentialFeb 4, 2011Miami
24G-Fano threefolds and Mathieu groupJan 31, 2011Miami
23(Two constructions for) Mirrors of Fano varietiesDec 14, 2010Curitiba
22(Mirror) modularity of Fano threefoldsAugust 24, 2010TMU, Tokyo
21Prokhorov-Hacking degenerations in the mirrorMar 30, 2010Edinburgh
20Degenerations in the mirrorMar 25, 2010Aberdeen
19The miraculous eta-product formula and prime Fano 3-foldsFeb 10, 2010IPMU, Kashiwa
18Mirror symmetries of P2 enumerated by Markov tripletsJan 19, 2010IPMU, Kashiwa
17Invariants of Fano varieties via quantum D-moduleDec 14, 2009U Tokyo, Komaba
16Mirror symmetry of del Pezzo surfacesNov 27, 2009TMU, Tokyo
15Landau-Ginzburg models of Fano varietiesNov 16, 2009IPMU, Kashiwa
14Apery ClassAugust 12, 2009Vienna
13Apery and GammaJune 4, 2009IPMU, Kashiwa




12Apery ClassFeb 24, 2009Steklov, Moscow
11On algebraic and arithmetic ”quantum” invariants of Fano varietiesDec 22, 2008FU Berlin
10Fano spectra and Apery classDecember, 2008IC London
9Del Pezzo surfaces and their mirrorsDecember, 2008IC London
8Quantum cohomology via small degenerations and low ramificationDec 12, 2008London GT seminar
7 On degenerations of FanosOctober, 2008FU Berlin
6 On Fake Fanos October, 2008Vienna
3Degenerations of Fano threefolds (towards exceptional collections)Sep 3, 2008IPMU, Kashiwa
2 May, 2008Lyutovo
1Del Pezzo surfaces and their mirrorsApril, 2008SFB45, Mainz
0Toric degenerations of Fano varietiesApr 3, 2008Steklov, Moscow




back to homepage