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Скачать клипы Rational lines on cubic hypersurfaces ↓

Rational lines on cubic hypersurfaces - Brandes - Workshop 1 - CEB T2 2019

Rational lines on cubic hypersurfaces - Brandes - Workshop 1 - CEB T2 2019

Lisa Marquand - "Rationality and Cubic Hypersurfaces"

Lisa Marquand - "Rationality and Cubic Hypersurfaces"

Rationality of Cubic Fourfolds - Joe Harris

Rationality of Cubic Fourfolds - Joe Harris

Brendan Hassett - Rationality Criteria for Hypersurfaces

Brendan Hassett - Rationality Criteria for Hypersurfaces

Tom Sutherland (Lisbon)

Tom Sutherland (Lisbon)

Sergey Galkin "Lines on rational cubic fourfolds, and associated K3 surfaces"

Sergey Galkin "Lines on rational cubic fourfolds, and associated K3 surfaces"

On the Geometry of Cubics

On the Geometry of Cubics

Birational Geometry, Lecture 32: Non rationality results for Fano hypersurfaces

Birational Geometry, Lecture 32: Non rationality results for Fano hypersurfaces

Stefan Schreieder, The rationality problem for hypersurfaces and quadric bundles, II

Stefan Schreieder, The rationality problem for hypersurfaces and quadric bundles, II

Lines on Singular Cubics

Lines on Singular Cubics

SummerSchool 20060718 1000 Tschinkel - Hypersurfaces

SummerSchool 20060718 1000 Tschinkel - Hypersurfaces

Complex surfaces 3: Rational surfaces

Complex surfaces 3: Rational surfaces

Raymond Cheng (July 16, 2021):  q-bic Hypersurfaces

Raymond Cheng (July 16, 2021): q-bic Hypersurfaces

Kyoto Univ. "Rational curves and symplectic manifolds" Prof. Manfred Lehn

Kyoto Univ. "Rational curves and symplectic manifolds" Prof. Manfred Lehn

Olivier Wittenberg: Some aspects of rational points and rational curves

Olivier Wittenberg: Some aspects of rational points and rational curves

Theo Raedschelders (Free University Brussels): A categorification of Galkin-Shinders Y-F(Y) relation

Theo Raedschelders (Free University Brussels): A categorification of Galkin-Shinders Y-F(Y) relation

Algebraic Surface, Invariants (part 2) Hodge Numbers

Algebraic Surface, Invariants (part 2) Hodge Numbers

Konstantin Loginov, On non-rational fibers of del Pezzo fibrations

Konstantin Loginov, On non-rational fibers of del Pezzo fibrations

Talk by Prof. Karen E. Smith in TMC Distinguished Lecture Series

Talk by Prof. Karen E. Smith in TMC Distinguished Lecture Series

P. Salberger - Quantitative aspects of rational points on algebraic varieties (part4)

P. Salberger - Quantitative aspects of rational points on algebraic varieties (part4)

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