# ACAC Seminar Abstract

## Probability Bounds for Wireless Communications Using Dedekind Zeta Functions

Speaker: Camilla Hollanti
Date, Time: Mon, 30 May 2011 15:00

In various wireless transmission scenarios exploiting lattices, the arising probability expressions contain \emph{inverse norm power sums} that resemble the Riemann and more generally Dedekind Zeta functions. In this talk, we consider the fast Rayleigh fading channel and use zeta functions to derive bounds for 1) the pair-wise transmission error probability and for 2) the probability of Eve the Eavesdropper's correct decision in a wiretap channel.

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