The resistivity rho at the antiferromagnetic quantum critical point of meta
ls displays strong deviations from Fermi liquid behavior with rho infinity
T-x, 1 less than or similar to alpha less than or similar to 1.5, at low te
mperatures T. A possible explanation for this behavior is the competition o
f weak, but isotropic impurity scattering and strong scattering from spin-f
luctuations. The latter is, however, only effective in very small regions o
f the Fermi surface. Non-linear orbital effects of a magnetic field can be
used to study this in detail. The conductivity obeys a scaling form in a la
rge regime with rho approximate to rho (0) + T(3/2)f(T/rho (0), (p - p(c))/
rho (0), B/rho (3/2)(0)), where rho (0) is the residual resistivity, B the
magnetic field and p - p(c) > 0 measures the distance from the quantum-crit
ical point on the paramagnetic side of the phase diagram. In a large regime
, a linear temperature dependence of the resistivity rho infinity root rho
T-0 is predicted with a magneto-resistivity linear in /B/. These results ar
e compared to experiments and further tests are proposed. (C) 2001 Elsevier
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