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- Q118705 subject Q8521232.
- Q118705 subject Q8735754.
- Q118705 abstract "Template:ForIn mathematics, a gerbe (/dʒɜːrb/; French: [ʒɛʁb]) is a construct in homological algebra and topology. Gerbes were introduced by Jean Giraud (Giraud 1971) following ideas of Alexandre Grothendieck as a tool for non-commutative cohomology in degree 2. They can be seen as a generalization of principal bundles to the setting of 2-categories. Gerbes provide a convenient, if highly abstract, language for dealing with many types of deformation questions especially in modern algebraic geometry. In addition, special cases of gerbes have been used more recently in differential topology and differential geometry to give alternative descriptions to certain cohomology classes and additional structures attached to them."Gerbe" is a French (and archaic English) word that literally means wheat sheaf.".
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- Q118705 wikiPageExternalLink 9407015.
- Q118705 wikiPageExternalLink what-is.pdf.
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- Q118705 wikiPageWikiLink Q8521232.
- Q118705 wikiPageWikiLink Q868473.
- Q118705 wikiPageWikiLink Q8735754.
- Q118705 wikiPageWikiLink Q916607.
- Q118705 wikiPageWikiLink Q942040.
- Q118705 comment "Template:ForIn mathematics, a gerbe (/dʒɜːrb/; French: [ʒɛʁb]) is a construct in homological algebra and topology. Gerbes were introduced by Jean Giraud (Giraud 1971) following ideas of Alexandre Grothendieck as a tool for non-commutative cohomology in degree 2. They can be seen as a generalization of principal bundles to the setting of 2-categories.".
- Q118705 label "Gerbe".