  We apply parallel approaches in the study of continuous spectra to adiabatic
stellar models. We seek continuum eigenmodes for the LAWE formulated as both
finite difference and linear differential equations. In particular, we apply
methods of Jacobi matrices and methods of subordinancy theory in these
respective formulations. We find certain pressure-density conditions which
admit positive-measured sets of continuous oscillation spectra under plausible
conditions on density and pressure. We arrive at results of unbounded
oscillations and computational or, perhaps, dynamic instability.
