  Let l be an odd prime and K/k a Galois extension of totally real number
fields with Galois group G such that K/k_\infty and k/Q are finite. We reduce
the conjectured triviality of the reduced Whitehead group SK_1(QG) of the
algebra QG=Quot(\Lambda G) with the Iwasawa algebra \Lambda G = Z_l[[G]] to the
case of pro-l Galois groups G and finite unramified coefficient extensions.
