Sentence examples for almost generalized from inspiring English sources

The main result is based on an almost generalized contractive condition and generalizes, improves and extends many known results in the comparable literature [4 6, 17, 35] in the sense of fuzziness under ordered metric spaces.

T is both an almost generalized (( {psi,varphi} ))-(G^{-1} -contraction mappinG^{-1} -contractioneralized (( {psi,varphi} ))-G^{-1} -contractioning.

Now, we introduce the novel notion of an almost generalized ((alpha mboxpsimboxvarphimboxtheta))-contractive mapping as follows.

In Definition 2.1, authors [25] defined the almost generalized ((alpha )–(psi )–(phi )–(theta ))-contraction.

These include Geraghty-type conditions, conditions using comparison functions and almost generalized weakly contractive conditions.

Assume that (f:Xrightarrow X) is an almost generalized (mathcal{C} -contractive mapping.

Next, we define an almost generalized (( {psi,varphi} ) )-G̃-contraction mapping.

Furthermore, Ćirić et al. [8] introduced the concept of the almost generalized contractive condition as follows.

Using the concepts of partially ordered metric spaces, almost generalized contractive condition, and b-metric spaces, we define a new concept of almost generalized ( ψ, φ, L ) -contractive condition.

In recent year, Ćirić et al.[40] defined the following class of mappings satisfying an almost generalized contractive condition.

In this section, we define the notion of almost generalized -contractive mapping, then we present and prove our new results.