In the case of approximation of functions by using linear methods of summation of their Fourier-Laplace series in the spaces S-(p,S-q) (sigma(m-1)), m 3, for classes of functions defined by transformations of their Fourier-Laplace series using multipliers, Jackson-type inequalities are established in terms of operators which are also defined by the corresponding transformations of the Fourier-Laplace series.
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