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- Fake_projective_space abstract "In mathematics, a fake projective space is a complex algebraic variety that has the same Betti numbers as some projective space, but is not isomorphic to it.There are exactly 50 fake projective planes. Prasad & Yeung (2006) found four examples of fake projective 4-folds, and showed that no arithmetic examples exist in dimensions other than 2 and 4.".
- Fake_projective_space wikiPageExternalLink send?bid=3351.
- Fake_projective_space wikiPageID "22751892".
- Fake_projective_space wikiPageRevisionID "532061566".
- Fake_projective_space hasPhotoCollection Fake_projective_space.
- Fake_projective_space subject Category:Algebraic_geometry.
- Fake_projective_space comment "In mathematics, a fake projective space is a complex algebraic variety that has the same Betti numbers as some projective space, but is not isomorphic to it.There are exactly 50 fake projective planes. Prasad & Yeung (2006) found four examples of fake projective 4-folds, and showed that no arithmetic examples exist in dimensions other than 2 and 4.".
- Fake_projective_space label "Fake projective space".
- Fake_projective_space sameAs m.05znb16.
- Fake_projective_space sameAs Q5431491.
- Fake_projective_space sameAs Q5431491.
- Fake_projective_space wasDerivedFrom Fake_projective_space?oldid=532061566.
- Fake_projective_space isPrimaryTopicOf Fake_projective_space.