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where are comparison functions, namely, monotone increasing satisfying.
with 1 < δ < 2p, which is continuous, convex and increasing satisfying φ2 0) = 0 and φ2 t) → ∞ as t → ∞, so it is a Young function.
It is easy to see that x = 0 is the unique fixed point of every C 0 strictly decreasing solution by Lemma 2.4 and f 2 is C 0 strictly increasing satisfying f 2 ( 0 ) = 0.
A function (mathcal {A}:[0,+infty )rightarrow[0,+infty)) is said to be a Young function if it is continuous, convex and strictly increasing satisfying (mathcal {A}(0)=0) and (mathcal {A}(t to+infty) as (tto+infty). An important example of Young function is (mathcal {A}(t)=t^{p}(1+log^t)^{p}) with some (1leq p
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In addition, bio-geomorphological processes could be imitated partially so that the ecolotope diversity could be expected to increase, satisfying the fourth and fifth criteria.
Imagine that it's clinically shown to increase satisfying sexual events (SSEs) 0.5 to 1 times per month.
where and is a continuous, monotone increasing function satisfying (3.5).
In this paper, the existence theorems of fixed points and common fixed points for two weakly increasing mappings satisfying a new condition in ordered metric spaces are proved.
By constructing an increasing mapping satisfying certain properties, we develop in this paper an alternative method for integer programming, which is called a fixed point iterative method.
Here the existence of strictly increasing solutions satisfying is proved under the assumption that has two zeros 0 and and a superlinear behaviour near.
Let S, T : X → X be two mappings such that S is T-weakly isotone increasing and satisfying p ( T x, S y ) ≤ M ( x, y ) (3.1).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com