<--- Back to Details
First PageDocument Content
Geometry / Algebraic geometry / Abstract algebra / Algebra / CalabiYau manifold / Projective variety / Birational geometry / Fano variety / Lunch / Ample line bundle
Date: 2016-06-16 06:26:18
Geometry
Algebraic geometry
Abstract algebra
Algebra
CalabiYau manifold
Projective variety
Birational geometry
Fano variety
Lunch
Ample line bundle

Microsoft Word - ProgramGVA2016

Add to Reading List

Source URL: ricerca.mat.uniroma3.it

Download Document from Source Website

File Size: 172,12 KB

Share Document on Facebook

Similar Documents

Algebra / Abstract algebra / Geometry / Algebraic geometry / Projective variety / Cohomology / Abelian variety / Elliptic curve / Resolution of singularities / Birational geometry / Chow group / Morphism of algebraic varieties

VARIETIES WITH VANISHING HOLOMORPHIC EULER CHARACTERISTIC JUNGKAI ALFRED CHEN, OLIVIER DEBARRE, AND ZHI JIANG 1. Introduction A (smooth complex projective) variety X is said to have maximal Albanese dimension

DocID: 1xVei - View Document

TORUS ACTIONS AND TENSOR PRODUCTS OF INTERSECTION COHOMOLOGY ASILATA BAPAT ABSTRACT. Given certain intersection cohomology sheaves on a projective variety with a torus action, we relate the cohomology groups of their ten

DocID: 1uI7F - View Document

Mathematics / Algebra / Geometry / Algebraic geometry / Algebraic variety / Projective variety / Polynomial / Basis

Lower Bounds for Zero-Dimensional Projections W. Dale Brownawell1 Chee K. Yap2,3

DocID: 1rsHI - View Document

Geometry / Algebraic geometry / Abstract algebra / Algebra / CalabiYau manifold / Projective variety / Birational geometry / Fano variety / Lunch / Ample line bundle

Microsoft Word - ProgramGVA2016

DocID: 1rrA7 - View Document

Algebra / Abstract algebra / Mathematics / Algebraic geometry / Algebraic topology / Differential topology / Algebraic varieties / Sheaf / Divisor / Fiber bundle / Projective variety / Cohomology

867 Documenta Math. Prym-Tjurin Constructions on Cubic Hypersurfaces Mingmin Shen

DocID: 1rlox - View Document