In order to describe the unusual dielectric properties observed in K1-
xLixTaO3 crystals a ne- approach is proposed. The dynamical Glauber th
eory, previously applied to spin-glasses, is modified by the introduct
ion of the spectral distribution of the random interactions between th
e dipoles associated with the Li+ ions. Moreover, the dipole correlati
ons are taken into account by the Onsager reaction field. As a result,
the calculated dielectric constant reproduces well the unusual featur
es of the Argand diagrams and, in particular, their finite slope at lo
w frequencies and infinite slope at high frequencies (strophoidal shap
e). The temperature dependence of some parameters shows, however, the
limits of a spin-glass type model in describing the collective behavio
ur of randomly distributed dipoles in a highly polarizable medium.