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Analogs of Bernoulli polynomials in fields Z p

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References

  1. Bachmann, P.,Das Fermatproblem in seiner bisherigen Entwicklung. de Gruyter, Berlin und Leipzig, 1919.

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  2. Dickey, L. J., Kairies, H.-H., andShank, H. S.,On the functional equation f(x)=∑ k-1 j=0 f(x+j/k) over finite rings. Aequationes Math.13 (1975), 229–232.

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  3. Kairies, H.-H.,Definitionen der Bernoulli-Polynome mit Hilfe ihrer Multiplikationstheoreme. Manuscripta math.8 (1973), 363–369.

    Google Scholar 

  4. Nörlund, N. E.,Vorlesungen über Differenzenrechnung. Chelsea, New York, 1954, (Springer, Berlin, 1924).

    Google Scholar 

  5. Brillhart, J., Tonascia, J., andWeinberger, P.,On the Fermat quotient. Computers in Number Theory. Proceedings of the Science Research Council Atlas Symposium No. 2. Edited by Atkin, A. O. L. and Birch, B. J. Academic Press, 1971.

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Authors and Affiliations

  1. Deparment of Mathematics, University of Waterloo, Waterloo, Ontario, Canada

    L. J. Dickey, H. -H. Kairies & H. S. Shank

  2. Institut C für Mathematik, Technischen Universität, Pockelsstraße 14, 3300, Braunschweig, West Germany

    L. J. Dickey, H. -H. Kairies & H. S. Shank

Authors
  1. L. J. Dickey
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  2. H. -H. Kairies
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  3. H. S. Shank
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Dickey, L.J., Kairies, H.H. & Shank, H.S. Analogs of Bernoulli polynomials in fields Z p . Aeq. Math. 14, 401–404 (1976). https://doi.org/10.1007/BF01835988

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