Sentence examples for mappings is that from inspiring English sources

An important class of mappings closely related to the class of pseudo-contractive mappings is that of accretive mappings.

The main difference between contraction and Kannan mappings is that contractions are always continuous, whereas Kannan mappings are not necessarily continuous.

The advantage of Halpern algorithm for nonexpansive mappings is that strong convergence is guaranteed without any compact assumptions or projections involved.

As mentioned before, one of the reasons of our interest in ρ-behavior of mappings is that the Luxemburg norm associated with the function modular is defined in an indirect way and consequently harder to handle than the function modular.

The main difference between regulated mappings and right regulated mappings is that the latter ones may have discontinuities of the second kind, while regulated mappings can have only discontinuities of the first kind.

We note immediately that the class of pseudocontractive mappings is larger than that of nonexpansive mappings.

The class of quasi-nonexpansive mappings and asymptotically nonexpansive mappings includes nonexpansive mappings, where as the class of asymptotically quasi-nonexpansive mappings is larger than that of quasi-nonexpansive mappings and asymptotically nonexpansive mappings.

A set of mappings are given that focus on accurately identifying such elements as relationship types, multiplicities, and aggregation semantics.

Nonexpansive mappings are those that have a Lipschitz constant equal to 1.

These noun phrases and variants of these phrases are used to search the UMLS Metathesaurus and outside disease terms to find matching candidates, each of which is given a score; final mappings are generated that best cover the input noun phrase.

It is easy to see that the class of generalized (L, M -Lipschitzian M -Lipschitziane general that the class of generalized Lipschitzian mappings.