APPLICATION OF THE L(2) BOX-STABILIZATION METHOD TO TIME-PERIODIC SYSTEMS

An alternative formalism that diagonalizes the system Hamiltonian in e ver-larger boxes is shown to yield, for any Hermitian Hamiltonian and in particular a time-periodic Hamiltonian, all the observables sought by generic non-L2 full-scattering and half-scattering methods. No comp lex potential, coordinate rotations, or solutions of coupled equations are necessary. All observable quantities are computed from the same s et of diagonalizations. A model Floquet problem is treated.