Sentence examples for compact values from inspiring English sources

If both and are upper semicontinuous with nonempty compact values, then the set-valued mapping defined by (1.8). is upper semicontinuous with nonempty compact values.

Then, is a set-valued mapping with compact values.

Then each nonexpansive set-valued mapping with compact values has a fixed point.

Note that every set-valued mapping with compact values always satisfies the proximal condition.

set-valued mapping with convex and compact values.

multi-valued map with nonempty, convex, compact values.

The set-valued mapping (F: Xtimes Y rightarrow2^{Z}) comes with nonempty compact values.

mapping with compact values.

multivalued mappings with compact values.

Therefore Γ has compact values.

It has non-empty compact values.