Trigonometric approximation in variable exponent weighted lebesgue spaces using sub-matrix method
Özet
In this study, we obtain some results related to trigonometric approximation using matrix submethods of Fourier series of functions in the variable exponent weighted Lebesgue spaces. The estimations of our main results are sharper than those of the results obtained in [14]. Furthermore, we evaluate the approximation using a different matrix method.
