On the homotopy types of compact Kähler and complex projective manifolds
C Voisin - arXiv preprint math/0312032, 2003 - arxiv.org
We show that in every dimension greater than or equal to 4, there exist compact Kaehler
manifolds which do not have the homotopy type of projective complex manifolds. Thus they …
manifolds which do not have the homotopy type of projective complex manifolds. Thus they …
[引用][C] On the homotopy types of compact Kähler and complex projective manifolds
C Voisin - Inventiones Mathematicae, 2004 - search.proquest.com
The celebrated Kodaira Theorem [6] says that a compact complex manifold is projective if
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
On the homotopy types of compact Kähler and complex projective manifolds.
C Voisin - Inventiones Mathematicae, 2004 - search.ebscohost.com
This article focuses on the homotopy types of compact Kähler and complex projective
manifolds. The celebrated Kodaira Theorem says that a compact complex manifold is …
manifolds. The celebrated Kodaira Theorem says that a compact complex manifold is …
On the homotopy types of compact kaehler and complex projective manifolds
C Voisin - Inventiones Mathematicae, 2004 - hal.sorbonne-universite.fr
We show that in every dimension greater than or equal to 4, there exist compact Kaehler
manifolds which do not have the homotopy type of projective complex manifolds. Thus they …
manifolds which do not have the homotopy type of projective complex manifolds. Thus they …
[PDF][PDF] On the homotopy types of compact Kähler and complex projective manifolds
C Voisin - cmls.polytechnique.fr
The celebrated Kodaira theorem [6] says that a compact complex manifold is projective if
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
[引用][C] On the homotopy types of compact Kähler and complex projective manifolds
C Voisin - Inventiones mathematicae, 2004 - cir.nii.ac.jp
[PDF][PDF] On the homotopy types of compact Kähler and complex projective manifolds
C Voisin - webusers.imj-prg.fr
The celebrated Kodaira theorem [6] says that a compact complex manifold is projective if
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
[引用][C] On the homotopy types of compact Kähler and complex projective manifolds
C Voisin - Inventiones mathematicae, 2004 - infona.pl
On the homotopy types of compact Kähler and complex projective manifolds × Close The
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[PDF][PDF] On the homotopy types of compact Kähler and complex projective manifolds
C Voisin - Citeseer
The celebrated Kodaira theorem [6] says that a compact complex manifold is projective if
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
[引用][C] On the homotopy types of compact Kähler and complex projective manifolds
C Voisin - Inventiones mathematicae, 2004 - Springer
The celebrated Kodaira Theorem [6] says that a compact complex manifold is projective if
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …
and only if it admits a Kähler form whose cohomology class is integral. This suggests that …