In this paper we calculate the complex dielectric constant of polar li
quids for microwave and far-infrared range of frequencies. We use the
formalism of extended irreversible thermodynamics (EIT) to obtain the
autocorrelation function of the polarization vector. To this end, we i
ntroduce the local variation of the polarization flow as an independen
t variable, which allows for the description of collective interacting
effects into the formalism. The results obtained here are compared wi
th previous work in tile so-called three-variable theory based on the
Mori-Zwanzig projection operator technique. This comparison provides a
n interpretation of EIT in terms of a microscopic theory from which th
e role of the new independent variable can be established. Using the r
esult of the complex dielectric constant presented here, we show that
the fitting of experimental data in polar fluids can be improved in th
e far infrared frequencies. (C) 1997 American Institute of Physics.