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better MathJax; i.e. "x^2-2y^2" has been changed to "$x^2-2y^2$.
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What is known about primes of the form x^2$x^2-2y^22y^2$?

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Pablo
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What is known about primes of the form x^2-2y^2?

David Cox's book Primes of The Form: $x^2+ny^2$ does a great job proving and motivating a lot of results for $n>0$. I was unable to find anything for negative numbers, let alone the case I am interested in, $n=-2$.

What is the reason for this? Maybe I am missing something. Any references to results involving primes of this form will be greatly appreciated.