42 citations · 151 across the 15 of their papers we have counts for
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math.SG2017★ 10 cited
About simple variational splines from the Hamiltonian viewpoint
Paula Balseiro, Alejandro Cabrera, Teresinha J. Stuchi +1
In this paper, we study simple splines on a Riemannian manifold from the point of view of the Pontryagin maximum principle (PMP) in optimal control theory. The control problem…
math.SG2008
Vortices on closed surfaces
Stefanella Boatto, Jair Koiller
We consider point vortices of strengths moving on a closed (compact, boundaryless, orientable) surface with riemannian metric . As far as we know, only the s…
math.SG2006★ 42 cited
Rubber rolling over a sphere
Jair Koiller, Kurt M. Ehlers
``Rubber'' coated rolling bodies satisfy a no-twist in addition to the no slip satisfied by ``marble'' coated bodies. Rubber rolling has an interesting differential geometric appea…