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An Extension of Fermat's Theorem
Published online by Cambridge University Press: 20 November 2018
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In [1[ Trypanis has proved the following extension of Fermat's theorem: If a is any integer, paprime, 
, then
1
This result is to be understood in the sense that a(p-1)/pn-1=p1/pnα where α is an algebraic integer.
- Type
- Research Article
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- Copyright
- Copyright © Canadian Mathematical Society 1967
References
1.
Trypanis, A. A., An extension of Fermat's Theorem. Am. Math. Monthly,
57 (1955), 87-89.Google Scholar
2.
Carlitz, L., An extension of the Fermát theorem. Am. Math. Monthly
70 (1966), 247-250.Google Scholar
3.
Hausner, A., Note on “An Extension of Fermat's Theorem”. Am. Math. Monthly
70 (1966), 293-294.Google Scholar
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