A computational time-dependent study of the many-particle resonant-tunnelin
g problem in the bistable regime is presented. The Schrodinger equation is
solved directly, without the nonlinearizing mean-field-type approximations.
The bistability then manifests itself in the form of instabilities, which
occur as oscillations in the current-voltage characteristics. The time depe
ndence of the wave function in the Schrodinger equation is studied by discr
etizing the energy spectrum and the time steps, for the two-, four-, and si
x-particle system. [S0163-1829(98)02348-0].