Time Dependent Rindler Hamiltonian Eigen States in Momentum Space
  We have developed a formalism to get the time evolution of the eigen states of Rindler Hamiltonian in momentum space. We have shown the difficulties with characteristic curves, and re-cast the time evolution equations in the form of two-dimensional Laplace equation. The solutions are obtain both in polar coordinates as well as in the Cartesian form. 
Soma Mitra, Sanchita Das and Somenath Chakrabarty
gr-qc astro-ph.HE quant-ph