  I present a new method to analyze Glauber dynamics of the
Sherrington-Kirkpatrick (SK) spin glass model. The method is based on ideas
used in the classical kinetic theory of fluids. I apply it to study spin
correlations in the high temperature phase ($T\ge T_c$) of the SK model at zero
external field. The zeroth order theory is equivalent to a disorder dependent
local equilibrium approximation. Its predictions agree well with computer
simulation results. The first order theory involves coupled evolution equations
for the spin correlations and the dynamic (excess) parts of the local field
distributions. It accounts qualitatively for the error made in the zeroth
approximation.
