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Takahashi et al. [7] introduced a broader class of nonlinear mappings which contains the class of contractive mappings and the class of generalized hybrid mappings.
In this section, the class of weak Jungck -contractive mappings which contains the class of Jungck φ-quasinonexpansive mappings is studied.
In 2005, Liu et al. [28] defined the notion of common property (E.A) for hybrid pairs of mappings, which contain the property (E.A).
Question 1.1 Is there any strong convergence theorem of Halpern's type for a wide class of nonlinear mappings which contains nonexpansive mappings and nonspreading mappings in a real Hilbert space H? Definition 1.2 ([4]).
In 2011, Chang et al. [8] proved some approximation theorems for common fixed points of countable families of total quasi-ϕ-asymptotically nonexpansive mappings which contain several kinds of mappings as their special cases in Banach spaces.
Later, Bich (see [3]) extended the work of Herings et al. to an arbitrary nonempty compact convex subset of Moreover, in [4], Bich established a new class of mappings which contains the class of locally gross direction preserving mappings.
In 2002, Aamri and Moutawakil [24] introduced the notion of property (E.A) (extended by Kubiaczyk and Sharma [25] to probabilistic metric space) for self-mappings which contained the class of noncompatible mappings due to Pant [26].
In 2002, Aamri and Moutawakil [15] defined the notion of property (E.A) for a pair of self-mappings which contains the class of non-compatible mappings.
The clusters were then filtered, limiting the set to those which contained peptide mappings from the proteomics data.
Fine-mapping with 3,100 BC4F2 plants delimited the Bph18 gene to a 26-kb region which contained four annotated genes.
Neurons which contained loukoumasomes were strictly adrenergic.
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