The asymptotic forms of the Hermite and Weber functions

@inproceedings{SchwidTheAF,
  title={The asymptotic forms of the Hermite and Weber functions},
  author={Nathan Schwid}
}
when the parameter K is a positive integer, has been widely discussed. The forms of its solutions, with respect to their asymptotic dependence upon K, are of importance, and have been determined under certain restrictions upon the variables z and K. These restrictions, when heaviest, have confined z to real and K to positive integral values; when lightest, they have permitted z to vary in a strip of the complex plane of finite length and width, and K over the real axis. In the present paper it… CONTINUE READING