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- W2370490034 abstract "The importance of interpolation approximation lies in that it avoids the computation of innerproduct.This thesis studies convergence properties for a class of interpolation approximation.Firstly,we define the interpolation of an L2(R) function f at the j-th level.Secondly,we prove a relation between moment condition and accuracy;under certain suppositions a uniform estimate for interpolation approximation,‖f-fj‖∞≤C‖f(3)‖∞2-3jis obtained and proved.Finally,we find some scaling functions which can reach this approximation as the examples to support the approximation theorem." @default.
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- W2370490034 date "2008-01-01" @default.
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- W2370490034 title "Convergence estimates for a class of interpolation approximation" @default.
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