Sentence examples for mapping of type from inspiring English sources

F is a nonlinear contraction mapping of type (Φ1).

Notice also that every generalized α-ψ-contractive mapping of type II is also a generalized α-ψ-contractive mapping of type I.

Then T is of mapping of type (P) if and only if (A_{T}) is monotone.

Then T is a mapping of type (Q) if and only if (A_{T}) is monotone.

Let be a smooth Banach space, a nonempty subset of and a mapping of type (P).

Suppose f is a rational Geraghty contractive mapping of type II.

Now we claim that the operator Φ ′ is a mapping of type ( S + ).

Suppose f is a rational Geraghty contractive mapping of type III.

From Lemma 2.1, we know that A is a mapping of type ((S_)).

By Lemma 3.2, we also know that each S n is a mapping of type (r) of C into X.

Let be a smooth, strictly convex, and reflexive Banach space, a nonempty subset of and a mapping of type (P).