MathSciNet bibliographic data MR1724671 11R29 (11R11 11R16) Azizi, Abdelmalek Capitulation of the $2$$2$-ideal classes of ${\bf Q}(\sqrt{p_1p_2},i)$${\bf Q}(\sqrt{p_1p_2},i)$ where $p_1$$p_1$ and $p_2$$p_2$ are primes such that $p_1\equiv1\pmod8$$p_1\equiv1\pmod8$, $p_2\equiv5\pmod8$$p_2\equiv5\pmod8$ and $(\frac {p_1}{p_2})=-1$$(\frac {p_1}{p_2})=-1$. Algebra and number theory (Fez), 13–19, Lecture Notes in Pure and Appl. Math., 208, Dekker, New York, 2000. Links to the journal or article are not yet available

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