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Line 1: In [[mathematics]], '''Kaplansky's theorem on quadratic forms''' is a result on simultaneous representation of [[Prime number\|primes]] by [[quadratic forms]]. It was proved in 2003 by Canadian mathematician [[Irving Kaplansky]] (1917–2006).<ref>See: I. Kaplansky, ''The forms x + ''32''y<sup>''2''</sup> and x + ''64''y<sup>2</sup> [sic], ~~Procedings~~Proceedings of the American Mathematical Society '''131''' (2003), no. 7, 2299–2300.</ref> ==Statement of the theorem==

Kaplansky's theorem on quadratic forms: Difference between revisions