2. Distances for convex compacts of...
Above: Distances for convex compacts of
The use of hyper-topologies (pp. 11-12 of
[AF 98]
), i.e. topologies on the class of all compact and convex subsets or some of its subclasses, is mathematically necessary in order to tackle, for example, problems...
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Distances for convex compacts of...
Bibliography
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(1) - ALEXANDROV (A.D.) -
Zur Theorie der gemischten Volumina von konvexen Körpern, II: Neue Ungleichungen zwischen den gemischten Volumina und ihre Anwendungen,
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Matematicheskii Sbornik N. S. 2, pp. 1205-1238, (en russe avec un résumé en allemand) (1937).
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(2)...
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