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Bafflingly, one map is said to be "the forerunner of later Arabic astrolabes," with which it has no overlapping functions, and which had existed for centuries by the time it was made.
A multivalued map is said to be.
A map is said to be a retraction, if.
A map is said to be concave on, if (2.1).
A map is said to be -Carathéodory if.
A map is said to be edge-preserving if implies.
Similar(23)
A mapping is said to be.
Then, a mapping is said to be.
The mapping is said to be.
A mapping is said to be nonexpansive if.
A mapping is said to be convex if (3.4).
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