Congruences for L-Functions 70174 Stuttgart Burke 2003)

Burke 2003)

A series of discoveries in the past few years has dramatically enlightened our understanding of the molecular mechanisms that govern nuclear receptor action

sind vor allem Kenntnisse über die Anwendung der funktionellen Magnetresonanztomographie (fMRT) äußerst wertvoll

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Congruences for L-Functions 70174 Stuttgart Burke 2003)In [Hardy and Williams, 1986] the authors exploited a very simple idea to obtain a linear congruence involving class numbers of imaginary quadratic fields modulo a certain power of 2. Their congruence provided a unified setting for many congruences proved previously by other authors using various means. The Hardy Williams idea was as follows. Let d be the discriminant of a quadratic field. Suppose that d is odd and let d = PIP2 . . Pn be its unique