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The following corollary shows the upper bounds in Theorem 3.5 are asymptotically optimal for quasi-greedy bases from the viewpoint of convergence rate.
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The numerical experiments have been performed on the one- and two-dimensional irregular domains to show the accuracy of the method and its superiority (from the rate of convergence viewpoint) to the other classical relaxation methods.
The procedure is efficient from the viewpoint of computational time and convergence rate, and is also more direct than the finite element method.
From the viewpoint of mathematical theory and practical applications, the convergence and error estimate of the approximate solution are all important.
Speed of convergence.
There is "alot of convergence" about this.
So the convergence is stronger than this type of convergence.
East Asia is the archetype of convergence.
following cessation of convergence.
Region of Convergence for Z.T. C.R.T.
"The Future of Convergence". HKS Faculty Research Working Paper Series RWP11-033, August 2011.
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