Definition of the metric on the space $ \mathrm{clos}_{\varnothing}(X)$ of closed subsets of a metric space $ X$ and properties of mappings with values in $ \mathrm{clos}_{\varnothing}(\mathbb R^n)$ (Q5175216)
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scientific article; zbMATH DE number 6406594
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Definition of the metric on the space $ \mathrm{clos}_{\varnothing}(X)$ of closed subsets of a metric space $ X$ and properties of mappings with values in $ \mathrm{clos}_{\varnothing}(\mathbb R^n)$ |
scientific article; zbMATH DE number 6406594 |
Statements
Definition of the metric on the space $ \mathrm{clos}_{\varnothing}(X)$ of closed subsets of a metric space $ X$ and properties of mappings with values in $ \mathrm{clos}_{\varnothing}(\mathbb R^n)$ (English)
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20 February 2015
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superpositional measurability
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Filippov's implicit function lemma
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Scorza Dragoni property
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the space of closed subsets of a metric space
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set-valued mapping
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