real number

(redirected from Real number field)
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References in periodicals archive ?
Let F be a totally real number field, p a prime number and K = F([[zeta].
Let F be a totally real number field unramified at p, and let N = F([square root of (-p)]) and K = F([[zeta].
2], F, complex) for totally real number field F, i.
Let F be a totally real number field, g = [F : Q], [[partial derivative].
i], we prove the following indivisibility result of relative class numbers of CM quadratic extensions of fixed totally real number field which is Galois over Q.