Geometry of Euclidean Sets: Analytical, Stochastic and Hypertopological Aspects : Euclidean set spaces

Euclidean set spaces
Geometry of Euclidean Sets: Analytical, Stochastic and Hypertopological Aspects

Author : Jean-Charles PINOLI

Publication date: June 10, 2026 | Lire en français

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14. Euclidean set spaces

14.1 Collections of Euclidean subsets

The set of all compact subsets of $ℝ_{2}^{n}$ is denoted by $K (ℝ_{2}^{n})$ . The collection of all connected compact subsets (i.e., continua) of $ℝ_{2}^{n}$ is denoted by

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Bibliography

(1) - AUBIN (J.P.), FRANKOWSKA (H.) - Set-Valued Analysis, - Birkhäuser (1990).
(2) - BERGER (M.) - Geometry, - Springer, vol. 1 and 2, [1st ed., 1987] (2009).
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Euclidean set spaces Geometry of Euclidean Sets: Analytical, Stochastic and Hypertopological Aspects

14. Euclidean set spaces

14.1 Collections of Euclidean subsets

Bibliography

Euclidean set spaces
Geometry of Euclidean Sets: Analytical, Stochastic and Hypertopological Aspects