Toru Tsukioka and Fano Manifolds - Free people check

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Toru Tsukioka | Semantic Scholarwww.semanticscholar.org › author › Toru-Tsukioka

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Toru Tsukioka. Mathematics. 7 October We classify n-dimensional complex Fano manifolds X (n ≥ 3) containing a divisor E isomorphic to ...

Full text of "Fano manifolds obtained by blowing up along curves with...

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Fano manifolds obtained by blowing up along curves with maximal Picard number Toru Tsukioka April 15, Abstract The Picard number of a Fano manifold ...

Classification of Fano manifolds containing a negative divisor arXivarxiv.org › math

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Oct 7, · From: Toru Tsukioka [view email] [v1] Fri, 7 Oct :35:44 UTC (8 KB). Full-text links: Download: PDF · PostScript · Other formats.

[PDF] fano manifolds and blow-ups of low-dimensional subvarietiesciteseerx.ist.psu.edu › viewdoc › download

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[25] Toru Tsukioka. Del Pezzo surface fibrations obtained by blow-up of a smooth curve in a projective manifold. C. R. Math. Acad. Sci.

[PDF] fano manifolds containing a negative divisor isomorphic to a rational ...www.jliumath.com › divers › a6-negativedivisor

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Projective normality of flag varieties and Schubert varieties. Invent. Math., 79:217–224, [Tsu06] Toru Tsukioka. Classification of Fano manifolds ...

[ ] Fano manifolds obtained by blowing up along ...

arxiv.org

Apr 15, · Authors: Toru Tsukioka. Download PDF Abstract: The Picard number of a Fano manifold X obtained by blowing up a curve in a smooth projective variety is known to be at most 5, in any dimension greater than or equal to 4. We show that the Picard number attains to the maximal if and only if X is the blow-up of the projective space whose center ...

Classification of Fano manifolds containing a negative divisor...

core.ac.uk

By Toru Tsukioka. Abstract. We classify n-dimensional complex Fano manifolds X (n ≥ 3) containing a divisor E isomorphic to P n−1 such that deg N E/X is strictly negative. Year: OAI identifier: oai:CiteSeerX.psu:

Classification of Fano manifolds containing a negative divisor...

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Toru Tsukioka · .jp (1). Author Affiliations. 1. Department of Mathmatics, Tokyo Institute of Technology, Tokyo...

Fano manifolds obtained by blowing up along curves with maximal...

core.ac.uk

By Toru Tsukioka. Abstract. The Picard number of a Fano manifold X obtained by blowing up a curve in a smooth projective variety is known to be at most 5, in any dimension greater than or equal to 4. We show that the Picard number attains to the maximal if and only if X is the blow-up of the projective space whose center consists of two points ...

All web results to the name "Toru Tsukioka"

On weak Fano manifolds with small contractions obtained by blow ...researchain.net › archives › pdf › On-Weak-Fano-Manifolds-With-Small-C...

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Toru Tsukioka. Abstract. We consider weak Fano manifolds with small contractions obtained by blowing up successively curves and subvarieties of codimension ...

Internet Archive Search: creator:"Toru Tsukioka"

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Classification of Fano manifolds containing a negative divisor isomorphic to projective space - Toru Tsukioka We classify Fano manifolds X containing a divisor ...

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Toru Tsukioka and Fano Manifolds Free People Check