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de Paris-Sud, France); Fedor Bogomolov (New York Univ., USA); Frédéric Campana (Univ. Lorraine, France); Ana-Maria Castravet SMOOTH DIVISORS ON PROJECTIVE. HYPERK¨AHLER MANIFOLDS. EKATERINA AMERIK, FRÉDÉRIC CAMPANA. Abstract.
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Math. Q. 4 (2008), 509–545. 2007-07-26 Ekaterina Amerik Let V be a smooth cubic in P5 and let X= F(V) be the variety of lines on V. Thus Xis a smooth four-dimensional subvariety of the grassmanian G(1,5), more precisely, the zero locus of a section of S3U∗, where Uis the tautological rank-two bundle over G(1,5). It is immediate from this description that the canonical class of X 2007-07-26 E.Amerik,M.Verbitsky Teichmu¨llerspace Teichmu¨llerspacefor hyperk¨ahler and symplecticstructures Ekaterina Amerik1, Misha Verbitsky2 Abstract Let S be an infinite-dimensional manifold of all sym- Ekaterina Amerik Received: July 5, 2005 Communicated by Thomas Peternell Abstract.
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This note is a proof of the fact that a lagrangian torus on a hyperkaehler fourfold is always a fiber of an almost holomorphic lagrangian fibration. The goal of the workshop is to report on the recent works of Hacon-McKernan, Takayama, Tsuji (and others) on the applications of multiplier ideals to higher dimensional algebraic geometry. Ekaterina Lobacheva, Nikita Kazeev: everyday How to Win a Data Science Competition: Learn from Top Kagglers: Dmitry Ulyanov, Alexander Guschin, Mikhail Trofimov, Dmitry Altukhov, Marios Michailidis: everyday Bayesian Methods for Machine Learning: Daniil Polykovskiy, Alexander Novikov: everyday Practical Reinforcement
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9, p. 471--486 Documenta Math.