Algebraic approach for shape invariant potentials in Klein-Gordon equation
arXiv:0907.3115 · doi:10.1007/s10773-009-0091-1
Abstract
The Shape invariant method has the algebraic structure and its algebras are infinite-dimensional. These algebras are converted into finite-dimensional under conditions. Based on the property of this method we obtain the algebraic structure of some physical potentials in the s-wave Klein-Gordon equation with scalar and vector potential which satisfy the Shape invariant condition.