摘要
We present a new family of shape invariant potentials which could be called a 'continuous l version' of the potentials corresponding to the exceptional (X-l) J1 Jacobi polynomials constructed recently by the present authors. In a certain limit, it reduces to a continuous l family of shape invariant potentials related to the exceptional (X-l) L1 Laguerre polynomials. The latter was known as one example of the 'conditionally exactly solvable potentials' on a half line.
- 出版日期2011-5-13