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We introduce a new class of asymptotically nonexpansive mappings and study approximating methods for finding their fixed points.
The goal of this note is to analyze the convergence properties of these new types of approximating methods for fixed-point problems.
Not only did it yield the properties of the hydrogen atom but it also allowed the use of simple approximating methods for more complicated systems even though the equation could not be solved exactly.
(?3) For other approximating methods in Hilbert or Banach spaces, we refer to [9, 10].
In addition, the general approximating methods, suggested by Johnson and Fu (2014), might be helpful in deriving approximate values for f n,k (d).
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It illustrates that the two approximated methods are effective for constructing the SSA-FIR filter groups.
Now we prove the existence by Galerkin approximating method.
Now we prove the existence by the Galerkin approximating method.
Firstly, we prove the well posedness of this problem by Galerkin's approximating method.
Firstly, we will prove the existence by Galerkin's approximating method.
Initial approximations based on approximate methods are refined using much higher levels of theory.
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