M.D. Hendy, Prime quadratics associated with complex quadratic elds of class number two, Proc. Amer. Math. Soc. 43 (1974), 253-260.  Home/Search   Document Not in Database   Summary   Related Articles

....on linear forms of three logarithms. Nice surveys of the solution can be found in [Star2] Star3] or [Gol] From 1969 to 1975 Baker [B2, B3] Stark [Star4, Star5] and Montgomery and Weinberger [MonWe] classi ed all 18 imaginary quadratic number elds of class number two. In the process Hendy [Hen] extended the Frobenius Rabinowitsch result to prove that the only quadratic elds F = Q( p D) with D 0, having class number hF = 2 are the elds of three types: D = 2p; where p is an odd prime: I) D = p; where p is a prime; p 1 (mod 4) II) D = pq 3 (mod 4) where p q are odd ....

M.D. Hendy, Prime quadratics associated with complex quadratic elds of class number two, Proc. Amer. Math. Soc. 43 (1974), 253-260.

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