Existence of fixed points of monotone asymptotic pointwise Lipschitzian mappings in hyperbolic metric spaces
In this work, we establish fixed point theorems for the classes of monotone asymptotic pointwise Lipschitzian mappings and generalized monotone asymptotic pointwise non-expansive mappings in the setting of complete hyperbolic metric spaces endowed with partial order. The Theorems obtained extend, generalize and unify some existing results.
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