Solutions and Ulam-Hyers stability of differential inclusions involving Suzuki type multivalued mappings on b-metric spaces / Решения и устойчивость диффиренциальных включений по Уламу-Хайерсу, включая разновидности многозначных отображений по Судзуки в b-метрических пространствах / Rešenja i Ulam-Hierova stabilnost diferencijalnih inkluzija, uključujući Suzukijeve vrste višeznačnog preslikavanja na b-metričkim prostorima

Introduction/purpose: This paper presents coincidence and common fixed points of Suzuki type ሺߙ ∗െ ߰ሻ െ multivalued operators on b-metric spaces. Methods: The limit shadowing property was discussed as well as the wellposedness and the Ulam-Hyers stability of the solution for the fixed point prob...

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Bibliographic Details

Main Authors:	Mujahid Abbas, Basit Ali, Talat Nazir, Nebojša M. Dedović, Bandar Bin-Mohsin, Stojan N. Radenović
Format:	article
Language:	EN
Published:	University of Defence in Belgrade 2020
Subjects:	b-metric space multi-valued mapping fixed point problems ulam-hyers stability initial value problem b-метрические пространства многозначные отображения неподвижная точка и задачи улам-хайерс стабильность начальная задача b-metrički prostori višeznačno preslikavanje fiksna tačka i problemi ulam-hierova stabilnost početni problem Military Science U Engineering (General). Civil engineering (General) TA1-2040
Online Access:	https://doaj.org/article/ceea63259829404385e40fe316595de4
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