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A Tauberian theorem for Bessel summability

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References

  1. Ananda-Rau, K.: On the convergence and summability of Dirichlet's series. Proc. London Math. Soc. (2)34, 414–440 (1932).

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  2. Balagangadharan, K.: A quasi-Tauberian theorem on Fourier series. J. Indian Math. Soc. (N.S.)16, 183–190 (1952).

    Google Scholar 

  3. Kuttner, B.: Some theorems on Riesz and Cesàro sums. Proc. London Math. Soc. (2)45, 398–409 (1939).

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  4. Rangachari, M. S.: On some generalizations of Riemann summability. Math. Z.88, 166–183 (1965), Addendum, ibid91, 344–347 91966).

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  5. Riesz, M.: Sur un théoremè de la moyenne et sés applications. Acta Litt. Ac. Sci. Univ. Hungaricae (Math.)1, 114–126 (1922–1923).

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  1. Ramanujan Institute of Mathematics, University of Madras, India

    M. S. Rangachari

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  1. M. S. Rangachari
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Rangachari, M.S. A Tauberian theorem for Bessel summability. Math Z 102, 245–252 (1967). https://doi.org/10.1007/BF01112443

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