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Senter and Dotson [7] established convergence of Mann type iterates of quais-nonexpansive maps under a condition in uniformly convex Banach spaces.
In order to gain insights on the established convergence results in Section 5, in this section, we present some numerical tests.
In Hilbert and Banach spaces, Alber et al. [1 4] and Rhoades [5] established convergence theorems on iteration of fixed point for weakly contractive single mapping.
Using the techniques established in [23 25] one can determine the rate of convergence for all regions of parameters for which we established convergence.
However, the established convergence rates in limit theorems for random sums of this paper are perfect illustrations for powerful applications of the Trotter-distance method in studies of limit theorems for random sums.
However, the established convergence rates in limit theorems for random sums of this paper are perfect illustrations for powerful applications of the Trotter-distance method in the studies of random-sum limit theorems.
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We establish convergence conditions and the guarantees to their feasibility.
We establish convergence properties of sequential Bayesian optimal designs.
In this section, we establish convergence on the coefficient λ.
Therefore, pan-European services have the greatest potential for establishing convergence services.
In this section, we establish convergence of the sequence or its weighted average to an element of.
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