On \((\eta, \gamma)_{(f, g)}\)-contractions in extended \(\mathfrak{b}\)-metric spaces (Q2682609)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On \((\eta, \gamma)_{(f, g)}\)-contractions in extended \(\mathfrak{b}\)-metric spaces |
scientific article |
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On \((\eta, \gamma)_{(f, g)}\)-contractions in extended \(\mathfrak{b}\)-metric spaces (English)
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1 February 2023
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Summary: In this paper, we give a concept of \(\left( \eta , \gamma\right)_{\left( f , g\right)}\)-contraction in the setting of expanded \(\mathfrak{b} \)-metric spaces and discuss the existence and uniqueness of a common fixed point. Introduced results generalize well-known fixed point theorems on contraction conditions and in the given spaces.
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