Geometric Measure Theory

Reminders
Geometric Measure Theory

Author : Jean-Charles PINOLI

Publication date: April 10, 2016 | Lire en français

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1. Reminders

The Euclidean topology of $ℝ^{n}$ is the topology induced by the Euclidean distance, denoted d₂, defined by :

\forall x, y \in ℝ^{n}, d_{2} (x, y) : = \sqrt{}

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Reminders

(1) - ALBERTI (G.) - Geometric measure theory. - Encyclopedia of Mathematical Physics, Vol. 2, pp. 520-527 (J.-P. Françoise et al, eds), Elsevier (2006).
(2) - AMBROSIO (L.), CAPASSO (V.), VILLA (E.) - On the approximation of mean densities of random closed sets. - Bernoulli,...

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