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20112026
most citedShape Analysis on Lie Groups with Applications in Computer Animation

40 citations · 295 across the 45 of their papers we have counts for

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5 papers · 1 filter

math.GR2015

The tame Butcher group

Geir Bogfjellmo, Alexander Schmeding

The Butcher group is a powerful tool to analyse integration methods for ordinary differential equations, in particular Runge--Kutta methods. Recently, a natural Lie group structure…

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…

math.DG2015★ 40 cited

Shape Analysis on Lie Groups with Applications in Computer Animation

Elena Celledoni, Markus Eslitzbichler, Alexander Schmeding

Shape analysis methods have in the past few years become very popular, both for theoretical exploration as well as from an application point of view. Originally developed for plana…

math.GR2015

Character groups of Hopf algebras as infinite-dimensional Lie groups

Geir Bogfjellmo, Rafael Dahmen, Alexander Schmeding

In this article character groups of Hopf algebras are studied from the perspective of infinite-dimensional Lie theory. For a graded and connected Hopf algebra we construct an infin…