Principe local global pour les espaces lin\'eaires sur les intersections de deux quadriques

In arXiv:1410.5671, Jahnel and Loughran prove the local global principle for existence of linear spaces of dimension $r$ on smooth complete intersections of two quadrics in projective space of dimension $2 r + 2$ . We present an alternative proof of a slightly more general result.

Dans arXiv:1410.5671, Jahnel et Loughran 'etablissent un principe local-global pour l’existence d’espaces lin'eaires de dimension $r$ dans les intersections compl`etes lisses de deux quadriques dans un espace projectif de dimension $2 r + 2$ . On donne une d'emonstration alternative d’un r'esultat un peu plus g'en'eral.

In arXiv:1410.5671, Jahnel and Loughran prove the local global principle for existence of linear spaces of dimension $r$ on smooth complete intersections of two quadrics in projective space of dimension $2 r + 2$ . We present an alternative proof of a slightly more general result.

Principe local global pour les espaces lin\'eaires sur les intersections de deux quadriques

文献摘要

In arXiv:1410.5671, Jahnel and Loughran prove the local global principle for existence of linear spaces of dimension $r$ on smooth complete intersections of two quadrics in projective space of dimension $2 r + 2$ . We present an alternative proof of a slightly more general result.

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Principe local global pour les espaces lin\'eaires sur les intersections de deux quadriques

文献摘要

In arXiv:1410.5671, Jahnel and Loughran prove the local global principle for existence of linear spaces of dimension $r$ on smooth complete intersections of two quadrics in projective space of dimension $2 r + 2$ . We present an alternative proof of a slightly more general result.

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Principe local global pour les espaces lin\'eaires sur les intersections de deux quadriques

文献摘要

In arXiv:1410.5671, Jahnel and Loughran prove the local global principle for existence of linear spaces of dimension rr on smooth complete intersections of two quadrics in projective space of dimension 2r+22r+2. We present an alternative proof of a slightly more general result.

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Principe local global pour les espaces lin\'eaires sur les intersections de deux quadriques

文献摘要

In arXiv:1410.5671, Jahnel and Loughran prove the local global principle for existence of linear spaces of dimension rr on smooth complete intersections of two quadrics in projective space of dimension 2r+22r+2. We present an alternative proof of a slightly more general result.

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In arXiv:1410.5671, Jahnel and Loughran prove the local global principle for existence of linear spaces of dimension $r$ on smooth complete intersections of two quadrics in projective space of dimension $2 r + 2$ . We present an alternative proof of a slightly more general result.

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AI智能校验

In arXiv:1410.5671, Jahnel and Loughran prove the local global principle for existence of linear spaces of dimension $r$ on smooth complete intersections of two quadrics in projective space of dimension $2 r + 2$ . We present an alternative proof of a slightly more general result.

讲解博客

AI智能校验