most citedValues at s=-1 of L-functions for relative quadratic extensions of number fields, and the Fitting ideal of the tame kernel

1 citations · 1 across the 2 of their papers we have counts for

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2 papers

math.NT2007

Values at s=-1 of L-functions for multi-quadratic extensions of number fields, and the fitting ideal of the tame kernel

Jonathan W. Sands

Fix a Galois extension E/F of totally real number fields such that the Galois group G has exponent 2. Let S be a finite set of primes of F containing the infinite primes and all th…

math.NT2007★ 1 cited

Values at s=-1 of L-functions for relative quadratic extensions of number fields, and the Fitting ideal of the tame kernel

Jonathan W. Sands

Fix a relative quadratic extension E/F of totally real number rields and let G denote the Galois group of order 2. Let S be a finite set of primes of F containing the infinite prim…