ASYMPTOTIC BEHAVIOR OF THE SCHROEDINGER WAVE FUNCTION FOR LARGE TIME PERIODS. APPLICATION TO THE THEORY OF DECAYING SYSTEMS.

The Asymptotic Behavior of the Wave Function for a Quasi-Stationary State

AN APPLICATION OF THE PATH INTEGRALS METHOD IN THE GREEN'S FUNCTION THEORY OF THE SYSTEMS OF INTERACTING PARTICLES.

Methods of establishing the asymptotic behavior of the harmonic oscillator wave functions

THEORY OF STRONGLY CORRELATED SYSTEMS IN THE LIMIT OF LARGE ON-SITE

GENERALIZATION AND APPLICATION TO MOLECULAR SYSTEMS OF KELDYSH'S ATOMIC PHOTOIONIZATION THEORY

On the time-dependent solutions of the Schrödinger equation