most citedHigher order weak differentiability and Sobolev spaces between manifolds

4 citations · 4 across the 1 of their papers we have counts for

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2 papers

math.FA2017★ 4 cited

Higher order weak differentiability and Sobolev spaces between manifolds

Alexandra Convent, Jean Van Schaftingen

We define the notion of higher-order colocally weakly differentiable maps from a manifold to a manifold . When and are endowed with Riemannian metrics, and…

math.AP2015

Geometric partial differentiability on manifolds: the tangential derivative and the chain rule

Alexandra Convent, Jean Van Schaftingen

We define the tangential derivative, a notion of directional derivative which is invariant under diffeomorphisms. In particular this derivative is invariant under changes of chart…