Andre Martin
Published 2004-11-29, updated 2005-07-13Version 2
We give one more proof in two and three space dimensions that the irregular solution of the Schrodinger equation, for zero angular momentum, is in fact the solution of an equation containing an extra 'delta function'. We propose another criterium to eliminate the irregular solution which is to require the validity of the virial theorem of which we give a general proof in the classical and quantum cases.
Comments: Dedicated to the memory of Laurent Schwartz
Quantum Hamilton - Jacobi study of wave functions and energy spectrum of solvable and quasi - exactly solvable models
Phases of Wave Functions and Level Repulsion
Schrödinger-Newton "collapse" of the wave function
