On a <span class="mathjax-formula">$\zeta $</span> function related to the continued fraction transformation

We shall denote by Li(G) the Banach algebra of bounded Radon measures on G which are absolutely continuous with respect to the Haar measure of G; X(G)cL,(G) will denote the space

In this case we calculate the zeta function (in particular the Euler- characteristic of the Milnor fiber) of fk in terms of the zeta function of f~ and the..

that so arises first by using Adolphson’s trace formula [3] to obtain estimates for the Frobenius matrix; then using Bombieri’s approach in this particular.. case, we

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supersingular Newton polygon occurs as the Newton polygon of a simple abelian variety; in [50], Oort proves that an abelian variety is supersingular if and only

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However, it may be proved that the used asymptotic expansions of Meijer’s G- function, which are stated in open sectors, are also valid uniformly. in arg z in closed

ICHIMURA, On the ring of integers of a tame Kummer extension over a number field. ICHIMURA, Normal integral bases and ray class