We discuss the interactions and energy dissipation of subexcitation electrons in homogeneous and isotropic condensed materials in the framework of a perturbative, generalized polaron theory. The polaron structure includes only Fourier components of the Coulomb interaction with momentum transfers \ensuremath{\Elzxh}q less than the polaron momentum p, thus limiting the treatment to long-range coupling. The coupling between the electron and rovibrational modes of the material is represented by off-diagonal form factors. The energy contributed to the polaron by virtual excitations is represented by the real part of a perturbation term, whose imaginary part represents energy dissipated (irreversibly) into other excitations. Quantitative knowledge of the relevant parameters remains undeveloped.