Bargmann's Inequalities In Spaces of Arbitrary Dimension
Bargmann's Inequalities In Spaces of Arbitrary Dimension
An inequality is derived which gives an upper bound of the number of bound states in the l th partial wave ( l = 0, 1,… ) of the two-body Schrödinger equation with a spherically symmetric potential function in the n -dimensional space ( n = 1, 2,… ). This …