Plane waves in a general Robertson-Walker background
  We present an exact solution for the plane wave mode functions of a massless, minimally coupled scalar propagating in an arbitrary homogeneous, isotropic and spatially flat geometry. Our solution encompasses all previous solvable special cases such as de Sitter and power law expansion. Moreover, it can generate the mode functions for gravitons. We discuss some of the many applications that are now possible. 
N. C. Tsamis (Univ. of Crete) and R. P. Woodard (Univ. of Florida)