Abstract
Recently, Leindler [2] introduced the sequences of Head Bounded Variation ($HBVS$) and the sequences of Rest Bounded Variation ($RBVS$), which are nontrivial generalizations of nondecreasing sequences and nonincreasing sequences respectively. In the present paper, we generalize a classical result of Mazhar([1]) on the approximation by means of Fourier Stieltjes series by using the $HBVS$ and $RBVS.$
Citation
Chengbo Lu. Dansheng Yu. "On the approximation of functions by Fourier Stieltjes Series." Bull. Belg. Math. Soc. Simon Stevin 20 (4) 667 - 674, october 2013. https://doi.org/10.36045/bbms/1382448187
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