33 citations · 194 across the 19 of their papers we have counts for
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math.CT2015★ 4 cited
Functorial aspects of the reconstruction of Lie groupoids from their bisections
Alexander Schmeding, Christoph Wockel
To a Lie groupoid over a compact base, the associated group of bisection is an (infinite-dimensional) Lie group. Moreover, under certain circumstances one can reconstruct the Lie g…
math.DG2015★ 14 cited
(Re)constructing Lie groupoids from their bisections and applications to prequantisation
Alexander Schmeding, Christoph Wockel
This paper is about the relation of the geometry of Lie groupoids over a fixed compact manifold and the geometry of their (infinite-dimensional) bisection Lie groups. In the first…