Title: The p-adic Beilinson conjecture for number fields.

<br>Speaker: Rob de Jeu, Vrije Universiteit Amsterdam / Caltech

<p>Abstract:
We discuss a conjectural p-adic analogue of Borel's theorem that relates 
the regulators of the higher K-groups of a number field to the values of its 
zeta-function.  We prove this in some cases and provide numerical evidence in 
some other cases.