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21: 9.7 Asymptotic Expansions
§9.7(v) Exponentially-Improved Expansions
22: 10.74 Methods of Computation
Furthermore, the attainable accuracy can be increased substantially by use of the exponentially-improved expansions given in §10.17(v), even more so by application of the hyperasymptotic expansions to be found in the references in that subsection. …
23: 13.29 Methods of Computation
However, this accuracy can be increased considerably by use of the exponentially-improved forms of expansion supplied by the combination of (13.7.10) and (13.7.11), or by use of the hyperasymptotic expansions given in Olde Daalhuis and Olver (1995a). …
24: 11.9 Lommel Functions
For an error bound for (11.9.9) and an exponentially-improved extension see Nemes (2015b). …
25: Bibliography D
  • T. M. Dunster (1996c) Error bounds for exponentially improved asymptotic solutions of ordinary differential equations having irregular singularities of rank one. Methods Appl. Anal. 3 (1), pp. 109–134.
  • 26: 25.11 Hurwitz Zeta Function
    For an exponentially-improved form of (25.11.43) see Paris (2005b).