id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ap-4610	Kovács, József; Lévai, Géza	ON THE COMMON LIMIT OF THE PT-SYMMETRIC ROSEN–MORSE II AND FINITE SQUARE WELL POTENTIALS	2017	6	.pdf	application/pdf	4163	272	67	The PT -symmetrization of shape-invariant [5, 6, 8] and of the more general Natanzon-class potentials [7] that are solved in terms of the (confluent) hypergeometric function [9] revealed that the characteristic features of PT -symmetric potentials can conveniently be studied using the exact analytical solutions of these potentials. Keywords: PT -symmetric potential; bound states; scattering; Dirac-δ limit.	cache/ap-4610.pdf	txt/ap-4610.txt