most citedReal Quadratic Fields In Which Every Non-Maximal Order Has Relative Class Number Greater Than One

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math.NT2012★ 1 cited

Real Quadratic Fields In Which Every Non-Maximal Order Has Relative Class Number Greater Than One

Amanda Furness, Adam E. Parker

Cohn asks if for every real quadratic field Q(m) with discriminant d there exists a non-maximal order corresponding to f > 1 such that the relative class number Hd(f) = h(f2d)/h(d)…