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solutions and ulam-hyers stability of differential inclusions involving suzuki type multivalued mappings on b-metric spaces
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نویسنده
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abbas mujahid ,ali basit ,nazir talat ,dedović nebojša m. ,bin-mohsin bandar ,radenović stojan n.
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منبع
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military technical courier - 2020 - دوره : 68 - شماره : 3 - صفحه:438 -487
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چکیده
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Introduction/purpose: this paper presents coincidence and common fixed points of suzuki type (α⁎ ψ) - 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 problem of such operators. results: the upper bound of the hausdorff distance between the fixed point sets is obtained. some examples are presented to support the obtained results. conclusion: the application of the obtained results establishes the existence of differential inclusion.
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کلیدواژه
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b-metric space ,multi-valued mapping ,fixed point problems ,ulam-hyers stability ,initial value problem
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آدرس
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government college university, department of mathematics, pakistan, university of management and technology, department of mathematics, pakistan, comsats university islamabad, department of mathematics, pakistan, university of novi sad, faculty of agriculture, department of agricultural engineering, serbia, king saud university, college of science, department of mathematics, saudi arabia, university of belgrade, faculty of mechanical engineering, serbia
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پست الکترونیکی
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radens@beotel.rs
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Authors
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