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The first important result on T-stable mappings was established by Ostrowski [24] for the Picard iterative scheme.
As is well known, a fixed point theorem for multivalued contraction mappings was established by Nadler [7].
Similar(58)
Mappings are established as RDF triples, where each mapping triple has the pattern (left( {p, M mapsTo, a} right),;p in g,;a in S_{ij}).
Fixed point theorems for this type of mappings are established.
The implicit midpoint rule (IMR) for nonexpansive mappings is established.
Initial keypoint mappings are established by utilizing descriptors.
Some new fixed point theorems for α-ψ-quasi contractive mappings are established.
A fixed point and coincidence point theorem for this type of mappings is established.
Two types of mappings are established to activate the composition transformation.
During the past five decades, many famous existence theorems of fixed points of nonlinear mappings were established.
Strong convergence theorems for zero points of maximal monotone mappings are established in the framework of Hilbert spaces.
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