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- W3080493241 abstract "Abstract Stacky Lie groupoids are generalizations of Lie groupoids in which the “space of arrows” of the groupoid is a differentiable stack. In this paper, we consider actions of stacky Lie groupoids on differentiable stacks and their associated quotients. We provide a characterization of principal actions of stacky Lie groupoids, that is, actions whose quotients are again differentiable stacks in such a way that the projection onto the quotient is a principal bundle. As an application, we extend the notion of Morita equivalence of Lie groupoids to the realm of stacky Lie groupoids, providing examples that naturally arise from non-integrable Lie algebroids." @default.
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- W3080493241 date "2018-07-05" @default.
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- W3080493241 title "Principal Actions of Stacky Lie Groupoids" @default.
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- W3080493241 doi "https://doi.org/10.1093/imrn/rny142" @default.
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