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- Q16960732 subject Q6181442.
- Q16960732 abstract "In differential geometry, a differentiable stack is a stack over the category of differentiable manifolds (with the usual open covering topology) which admits an atlas. In other words, a differentiable stack is a stack that can be represented by a Lie groupoid.".
- Q16960732 wikiPageExternalLink 0605694.
- Q16960732 wikiPageExternalLink 0710.4340v2.pdf.
- Q16960732 wikiPageExternalLink differentiable+stack.
- Q16960732 wikiPageWikiLink Q1062242.
- Q16960732 wikiPageWikiLink Q1179446.
- Q16960732 wikiPageWikiLink Q118705.
- Q16960732 wikiPageWikiLink Q125977.
- Q16960732 wikiPageWikiLink Q168344.
- Q16960732 wikiPageWikiLink Q17098482.
- Q16960732 wikiPageWikiLink Q1754547.
- Q16960732 wikiPageWikiLink Q188444.
- Q16960732 wikiPageWikiLink Q331481.
- Q16960732 wikiPageWikiLink Q3552958.
- Q16960732 wikiPageWikiLink Q3755543.
- Q16960732 wikiPageWikiLink Q595298.
- Q16960732 wikiPageWikiLink Q6181442.
- Q16960732 wikiPageWikiLink Q622679.
- Q16960732 wikiPageWikiLink Q6543824.
- Q16960732 wikiPageWikiLink Q6912366.
- Q16960732 wikiPageWikiLink Q719395.
- Q16960732 wikiPageWikiLink Q7595945.
- Q16960732 comment "In differential geometry, a differentiable stack is a stack over the category of differentiable manifolds (with the usual open covering topology) which admits an atlas. In other words, a differentiable stack is a stack that can be represented by a Lie groupoid.".
- Q16960732 label "Differentiable stack".