Pages that link to "Item:Q3179509"
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The following pages link to Note on an analogue of Fermat's two squares theorem for primes p ≡ 3(mod8) (Q3179509):
Displaying 3 items.
- Primes of the form \(x^2+ny^2\) with conditions \(x\equiv 1 \bmod N\), \(y\equiv 0\bmod N\) (Q962985) (← links)
- A Short Proof That Every Prime p ≡3 (mod 8) Is of the Form x 2 + 2y 2 (Q2757483) (← links)
- 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) (← links)
