We analyse the low-energy physics of nearly ferromagnetic metals in two
spatial dimensions using the functional renormalization group technique. We
find a new low-energy fixed point, at which the fermionic (electron-like)
excitations are non-Fermi-liquid (zf=13/10) and the magnetic fluctuations
exhibit an anomalous Landau damping whose rate vanishes as Γq∼∣q∣3/5 in the low-∣q∣ limit. We discuss
this renormalization of the Landau-damping exponent, which is the major novel
prediction of our work, and highlight the possible link between that
renormalization and neutron-scattering data on UGe2 and related compounds.
Implications of our analysis for YFe2Al10 are also discussed.Comment: 5 pages, 3 figures; action modified to include spin of fermions,
resulting in quantitative changes to exponents but same essential physic