It has long been expected mathematically that, when electromagnetic or gravitational waves travel through vacuum in a generic non-flat spacetime, the waves develop "tails" that travel more slowly. This can be understood as due to the scattering of the waves off of perturbations in the geometry. The associated signal has been thought to be undetectably weak. For electromagnetic waves the challenge is exacerbated by the plasma-frequency of the solar system, which screens long-wavelength signals, and by the absence of known high-curvature transparent perturbers. For gravitational waves, the situation seems more promising, and gravitational waves should be efficiently scattered by the curvature sourced by ordinary compact objects -- stars, white dwarfs, neutron stars, and planets -- and certain candidates for dark matter. The resulting "gravitational glint" should be detectable, and be recognizable as briefly delayed or angularly separated echoes of the primary signal. I will mention some puzzles and some potential opportunities.
Stefano Anselmi, Nicola Bartolo, Daniele Bertacca, Stefano Dusini, Michele Liguori, Sabino Matarrese, Alessandro Renzi, Chiara Sirignano, Luca Stanco