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In this paper, we derive a new representation for the Anger--Weber function,employing the reformulation of the method of steepest descents by C. J. Howls(Howls, Proc. R. Soc. Lond. A 439 (1992) 373--396). As a consequence of thisrepresentation, we deduce a number of properties of the large order asymptoticexpansion of the Anger--Weber function, including explicit and realistic errorbounds, asymptotic approximations for the late coefficients, exponentiallyimproved asymptotic expansions, and the smooth transition of the Stokesdiscontinuities.

The resurgence properties of the large order asymptotics of the Anger--Weber function II