Results on stability for iterative procedure in a convex metric space

Through this paper, the stability of modified Ishikawa iteration for a convex subset of convex metric. Two main theorems are established for two independent maps of quasi-contraction type which are.∀ӿ, ұ∈ℬ, d (Hiӿ, Hiұ)≤h max{d(ӿ, ұ), d(ӿ, Hiӿ), d(ұ, Hiұ), d( ӿ, Hiұ), d(ұ, Hiӿ )}, 0≤h...

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Bibliographic Details
Main Authors: Mousa, Maha Jawad, Abed, Salwa Salman
Format: Conference Proceeding
Language:English
Subjects:
Metric space
Stability
Online Access:Get full text
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Summary:Through this paper, the stability of modified Ishikawa iteration for a convex subset of convex metric. Two main theorems are established for two independent maps of quasi-contraction type which are.∀ӿ, ұ∈ℬ, d (Hiӿ, Hiұ)≤h max{d(ӿ, ұ), d(ӿ, Hiӿ), d(ұ, Hiұ), d( ӿ, Hiұ), d(ұ, Hiӿ )}, 0≤h
ISSN:0094-243X
1551-7616
DOI:10.1063/5.0161793