Sentence examples for mappings are called from inspiring English sources

Also two mappings are called generalized -weak contractions if there exists a map with and for all such that.

Two mappings are called generalized -weak contractive if there exists a map with and for all such that (2.2). for all.

Two mappings are called generalized weak contractions if there exists such that (2.1).

Thus these Euler-Lagrange type equations (mappings) are called as Euler-Lagrange-Rassias functional equations (mappings).

Furthermore, if the mappings commute at each coincidence point, then such mappings are called weakly compatible [29].

In the literature, such mappings are called in two different ways: (c -comparison func -comparisone sources (see, e.g., [11]), and Bianchini-Grandolfunctionsfunctinnsome sourcesherseese.g.e.g., [11]14]).

Later, such mappings were called Suzuki-type nonexpansive.

Such a mappings is called the -mapping generated by and.

The set of measurable mappings is called a random solution of (2.7).

In [28], ( g, ≼ ) -nondecreasing mappings were called g-isotone mappings (in particular, when X is a product space X n ).

Later, this kind of mappings were called Suzuki-type nonexpansive mappings (or single-valued C-type generalized nonexpansive mappings).