Abstract
The notion of \(n\)-tupled fixed point is introduced by Imdad et al. (J Oper, Article ID 532867, 2013). In this continuation, we prove some \(n\)-tupled fixed point theorems for mappings having mixed monotone property in partially ordered complete metric spaces which are the generalizations of certain results contained in Karapinar and Luong (Comput Math Appl 64:1839–1848, 2012).
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