<--- Back to Details
First PageDocument Content
Algebra / Abstract algebra / Mathematics / Hodge theory / Hodge structure / Homological algebra / Manifold / Sextic equation
Date: 2016-06-07 10:03:06
Algebra
Abstract algebra
Mathematics
Hodge theory
Hodge structure
Homological algebra
Manifold
Sextic equation

First properties of Gushel–Mukai manifolds Hodge structures and period maps EPW sextics Back to periods Rationality questions

Add to Reading List

Source URL: www.math.ens.fr

Download Document from Source Website

File Size: 169,16 KB

Share Document on Facebook

Similar Documents

PERIODS OF CUBIC FOURFOLDS AND OF DEBARRE–VOISIN VARIETIES OLIVIER DEBARRE Abstract. Beauville and Donagi showed that the primitive Hodge structure of a smooth complex cubic hypersurface of dimension four is isomorphic

PERIODS OF CUBIC FOURFOLDS AND OF DEBARRE–VOISIN VARIETIES OLIVIER DEBARRE Abstract. Beauville and Donagi showed that the primitive Hodge structure of a smooth complex cubic hypersurface of dimension four is isomorphic

DocID: 1xU5S - View Document

Hardy-Ramanujan Journal – (yyyy), —  submitted dd/mm/yyyy, accepted dd/mm/yyyy, revised dd/mm/yyyy Towards a proof of the Hodge conjecture, and cycle spaces in positive characteristic

Hardy-Ramanujan Journal – (yyyy), — submitted dd/mm/yyyy, accepted dd/mm/yyyy, revised dd/mm/yyyy Towards a proof of the Hodge conjecture, and cycle spaces in positive characteristic

DocID: 1rj7x - View Document

65  Doc. Math. J. DMV The Local Monodromy as a Generalized Algebraic Correspondence

65 Doc. Math. J. DMV The Local Monodromy as a Generalized Algebraic Correspondence

DocID: 1r205 - View Document

69  Documenta Math. On the Γ-Factors of Motives II Christopher Deninger1

69 Documenta Math. On the Γ-Factors of Motives II Christopher Deninger1

DocID: 1qRld - View Document

807  Documenta Math. On the Motive of a Commutative Algebraic Group Giuseppe Ancona, Stephen Enright-Ward, Annette Huber

807 Documenta Math. On the Motive of a Commutative Algebraic Group Giuseppe Ancona, Stephen Enright-Ward, Annette Huber

DocID: 1qMZS - View Document