Published Paper

Inserted: 6 mar 2013
Last Updated: 18 nov 2017

Journal: Pacific J. of Math.
Volume: 270
Pages: 151-166
Year: 2014
Doi: 10.2140/pjm.2014.270.151

Abstract:

We describe the precise structure of the distributional Hessian of the distance function from a point of a Riemannian manifold. In doing this we also discuss some geometrical properties of the cutlocus of a point and we compare some different weak notions of Hessian and Laplacian.

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