<--- Back to Details
First PageDocument Content
Geometry / Algebraic geometry / Space / Projective geometry / Birational geometry / Algebraic surfaces / EnriquesKodaira classification / Kodaira dimension / Algebraic curve / Projective variety / Projective space / Divisor
Date: 2015-11-12 01:46:11
Geometry
Algebraic geometry
Space
Projective geometry
Birational geometry
Algebraic surfaces
EnriquesKodaira classification
Kodaira dimension
Algebraic curve
Projective variety
Projective space
Divisor

REAL FRONTIERS OF FAKE PLANES ADRIEN DUBOULOZ AND FRÉDÉRIC MANGOLTE Abstract. In [8], we define and partially classify fake real planes, that is, minimal complex surfaces with conjugation whose real locus is diffeomorp

Add to Reading List

Source URL: math.univ-angers.fr

Download Document from Source Website

File Size: 571,62 KB

Share Document on Facebook

Similar Documents

Characterizations of the complex projective space Cohomological tori Fake projective spaces and fake tori Olivier DEBARRE ´

Characterizations of the complex projective space Cohomological tori Fake projective spaces and fake tori Olivier DEBARRE ´

DocID: 1xVx2 - View Document

QUADRATIC LINE COMPLEXES OLIVIER DEBARRE Abstract. In this talk, a quadratic line complex is the intersection, in its Pl¨ ucker embedding, of the Grassmannian of lines in an 4-dimensional projective space with a quadric

QUADRATIC LINE COMPLEXES OLIVIER DEBARRE Abstract. In this talk, a quadratic line complex is the intersection, in its Pl¨ ucker embedding, of the Grassmannian of lines in an 4-dimensional projective space with a quadric

DocID: 1xUQZ - View Document

On the geometry of hypersurfaces of low degrees in the projective space ——————– ¨ Lecture notes for the CIMPA/TUBTAK/GSU Summer

On the geometry of hypersurfaces of low degrees in the projective space ——————– ¨ Lecture notes for the CIMPA/TUBTAK/GSU Summer

DocID: 1xTh3 - View Document

Quantum error correcting codes  Quantum codes from real projective spaces Homological quantum error correcting codes and real projective space

Quantum error correcting codes Quantum codes from real projective spaces Homological quantum error correcting codes and real projective space

DocID: 1v1Zs - View Document

A TIGHT POLYHEDRAL IMMERSION IN THREE-SPACE OF THE REAL PROJECTIVE PLANE WITH ONE HANDLE Davide P. Cervone In 1960, Nicolaas Kuiper showed that every surface can be tightly immersed in three-space except for the real pro

A TIGHT POLYHEDRAL IMMERSION IN THREE-SPACE OF THE REAL PROJECTIVE PLANE WITH ONE HANDLE Davide P. Cervone In 1960, Nicolaas Kuiper showed that every surface can be tightly immersed in three-space except for the real pro

DocID: 1tMjL - View Document