Keywords

#metric_differential

Metric differential

In mathematical analysis, a metric differential is a generalization of a derivative for a Lipschitz continuous function defined on a Euclidean space and taking values in an arbitrary metric space. With this definition of a derivative, one can generalize Rademacher's theorem to metric space-valued Lipschitz functions.

Thu 2nd

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Metric differential Metric tensor Differential geometry Metric Laplace operators in differential geometry Riemannian geometry Glossary of Riemannian and metric geometry Riemannian manifold List of differential geometry topics Diameter
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