An alternative approach to slow magnetic relaxation at low temperature
is proposed in terms of a linear response theory involving collective
variables characteristic of local metastable states. The model leads
to the definition of two types of magnetic viscosity: S-0 due to the r
esponse to an excitation field and S-1 due to the response to an initi
al thermal perturbation. The thermal behavior of the magnetic viscosit
y is found to be S-0 proportional to K(T)/k(B)T in the first case, and
S-1 proportional to K(T) in the second case, where K(T) is the therma
l noise. Experimental results, interpreted as the manifestation of the
magnetic viscosity S-0, show some evidence of a noise K(T), which can
be interpreted as a quantum form of the noise.