Abstract
In this paper, we establish common coupled fixed point and coupled fixed point theorems in cone b-metric spaces. The presented theorems extend and generalize several well-known comparable results in literature. We supply some examples to elucidate our obtained results.
Highlights
Introduction and preliminariesIn [ ], Bakhtin introduced b-metric spaces as a generalization of metric spaces
Some fixed point theorems for contractive-type mappings in cone metric spaces have been substantiated; for more details, see [ – ]
2 Coupled coincidence point results we prove some coupled coincidence point results in cone b-metric spaces
Summary
Introduction and preliminariesIn [ ], Bakhtin introduced b-metric spaces (or metric-type spaces) as a generalization of metric spaces. Some fixed point theorems for contractive-type mappings in cone metric spaces have been substantiated; for more details, see [ – ].
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