A new all-order asymptotic method for Hankel contour integrals reduces specific remainder terms to the leading Bleistein integral when the parameter alpha places a stationary point at a boundary.
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A novel asymptotic technique for integrals involving the Hankel contour and the Bleistein asymptotic formula
A new all-order asymptotic method for Hankel contour integrals reduces specific remainder terms to the leading Bleistein integral when the parameter alpha places a stationary point at a boundary.