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3 results on '"Guran, Liliana"'

1. On Some New Multivalued Results in the Metric Spaces of Perov’s Type

Author

Electricidad y electrónica, Elektrizitatea eta elektronika, Guran, Liliana, Bota, Monica-Felicia, Naseem, Asim, Mitrović, Zoran D., De la Sen Parte, Manuel, Radenović, Stojan, Electricidad y electrónica, Elektrizitatea eta elektronika, Guran, Liliana, Bota, Monica-Felicia, Naseem, Asim, Mitrović, Zoran D., De la Sen Parte, Manuel, and Radenović, Stojan

Abstract

The purpose of this paper is to present some new fixed point results in the generalized metric spaces of Perov’s sense under a contractive condition of Hardy–Rogers type. The data dependence of the fixed point set, the well-posedness of the fixed point problem and the Ulam–Hyers stability are also studied.

Published
2020

2. On Some New Multivalued Results in the Metric Spaces of Perov’s Type

Author

Electricidad y electrónica, Elektrizitatea eta elektronika, Guran, Liliana, Bota, Monica-Felicia, Naseem, Asim, Mitrović, Zoran D., De la Sen Parte, Manuel, Radenović, Stojan, Electricidad y electrónica, Elektrizitatea eta elektronika, Guran, Liliana, Bota, Monica-Felicia, Naseem, Asim, Mitrović, Zoran D., De la Sen Parte, Manuel, and Radenović, Stojan

Abstract

The purpose of this paper is to present some new fixed point results in the generalized metric spaces of Perov’s sense under a contractive condition of Hardy–Rogers type. The data dependence of the fixed point set, the well-posedness of the fixed point problem and the Ulam–Hyers stability are also studied.

Published
2020

3. On Some New Multivalued Results in the Metric Spaces of Perov’s Type

Author

Electricidad y electrónica, Elektrizitatea eta elektronika, Guran, Liliana, Bota, Monica-Felicia, Naseem, Asim, Mitrović, Zoran D., De la Sen Parte, Manuel, Radenović, Stojan, Electricidad y electrónica, Elektrizitatea eta elektronika, Guran, Liliana, Bota, Monica-Felicia, Naseem, Asim, Mitrović, Zoran D., De la Sen Parte, Manuel, and Radenović, Stojan

Abstract

The purpose of this paper is to present some new fixed point results in the generalized metric spaces of Perov’s sense under a contractive condition of Hardy–Rogers type. The data dependence of the fixed point set, the well-posedness of the fixed point problem and the Ulam–Hyers stability are also studied.

Published
2020

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