A generalisation of a theorem of Pati on the Nörlund summability of Fourier series

Pati generalised a theorem by Siddiqi on the harmonic summability of Fourier series, by replacing the special sequence by a more gererral sequence. Dikshit proved an analogue of it in the case of conjugate series of Fourier series and further he improved his theorem by introducing a functional factor. The problem which was unsolved as to the same improvement and generalisation can be done in case of Fourier series is tackled and proved by me in the paper attached herewith.