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- Q17098342 subject Q8229252.
- Q17098342 abstract "In mathematics, a jumping line or exceptional line of a vector bundle over projective space is a projective line in projective space where the vector bundle has exceptional behavior, in other words the structure of its restriction to the line "jumps". Jumping lines were introduced by R. L. E. Schwarzenberger (1961). The jumping lines of a vector bundle form a proper closed subset of the Grassmannian of all lines of projective space.The Birkhoff–Grothendieck theorem classifies the n-dimensional vector bundles over a projective line as corresponding to unordered n-tupes of integers.".
- Q17098342 wikiPageExternalLink 1195517314.
- Q17098342 wikiPageWikiLink Q129638.
- Q17098342 wikiPageWikiLink Q4916483.
- Q17098342 wikiPageWikiLink Q658429.
- Q17098342 wikiPageWikiLink Q8229252.
- Q17098342 wikiPageWikiLink Q877775.
- Q17098342 comment "In mathematics, a jumping line or exceptional line of a vector bundle over projective space is a projective line in projective space where the vector bundle has exceptional behavior, in other words the structure of its restriction to the line "jumps". Jumping lines were introduced by R. L. E. Schwarzenberger (1961).".
- Q17098342 label "Jumping line".