Degree of approximation by product (Ṅ, pn, qn)(E, q) summability of fourier serıes of a signal belonging to Lip(α, r)-class
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CitationParida, P., Paikray, S. K., Dash, M. & Misra, U. (2019). Degree of approximation by product (Ṅ, pn, qn)(E, q) summability of fourier serıes of a signal belonging to Lip(α, r)-class. TWMS Journal of Applied and Engineering Mathematics, 9(4), 901-908.
Approximation of periodic functions by different linear summation methods have been studied by many researchers. Further, for sharpening the estimate of errors out of the approximations several product summability methods were introduced by different investigators. In this paper a new theorem has been established on (N, pn, qn)(E, q)- summability of Fourier series of a function belonging to f ∈ Lip(α, r) class that generalizes several known results.
SourceTWMS Journal of Applied and Engineering Mathematics
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