  We employ the transfer matrix approach combined with the Green's function
method to theoretically study polarization resolved far-field angular
distributions of photoluminescence from quantum nanorods (NRs) embedded in an
anisotropic polymer film. The emission and excitation properties of NRs are
described by the emission and excitation anisotropy tensors. These tensors and
the solution of the emission problem expressed in terms of the evolution
operators are used to derive the orientationally averaged coherency matrix of
the emitted wavefield. For the case of in-plane alignment and unpolarized
excitation, we estimate the emission anisotropy parameter and compute the
angular profiles for the photoluminescence polarization parameter such as the
degree of linear polarization, the Stokes parameter $s_1$, the ellipticity and
the polarization azimuth. We show that the alignment order parameter has a
profound effect on the angular profiles.
