Divisibility properties of integers $x, k$ satisfying $1^k + \cdots + (x-1)^k = x^k$

1994

Mathematics of Computation , Volume 63 - Issue 208 p. 799- 815

Additional Metadata
Publisher	A.M.S.
Journal	Mathematics of Computation
Organisation	Cryptology
Citation APA APA Style APA-ALL Style AAA Style Cell Style Chicago Style Harvard Style IEEE Style MLA Style Nature Style Vancouver Style American-Institute-of-Physics Style Council-of-Science-Editors Style BibTex Format Endnote Format RIS Format CSL Format DOIs only Format	Moree, P., te Riele, H.& Urbanowicz, J. (1994). Divisibility properties of integers $x, k$ satisfying $1^k + \cdots + (x-1)^k = x^k$. Mathematics of Computation, 63(208), 799–815.

See Also
techReport Divisibility properties of integers x and k satisfying $1^ k + 2^ k + ... + (x-1)^ k = x^ k$ P. Moree, J. Urbanowicz and H.J.J. te Riele (Herman)
techReport Divisibility properties of integers x and k satisfying $1^ k + 2^ k + ... + (x-1)^ k = x^ k$ P. Moree, J. Urbanowicz and H.J.J. te Riele (Herman)

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