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A combinatorial proof of Euler-Fermat’s theorem on the representation of the primes p=8k+3 by the quadratic form x 2+2y 2 - MaRDI portal

A combinatorial proof of Euler-Fermat’s theorem on the representation of the primes p=8k+3 by the quadratic form x 2+2y 2 (Q5470678)

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scientific article; zbMATH DE number 5029501
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English
A combinatorial proof of Euler-Fermat’s theorem on the representation of the primes p=8k+3 by the quadratic form x 2+2y 2
scientific article; zbMATH DE number 5029501

    Statements

    A combinatorial proof of Euler-Fermat’s theorem on the representation of the primes p=8k+3 by the quadratic form x 2+2y 2 (English)
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    31 May 2006
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    representation of primes
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    binary quadratic forms
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