MathSciNet bibliographic data MR37604 65.0X Scorer, R. S. Numerical evaluation of integrals of the form $I=\int^{x_2}\sb {x_{1}}f(x)e^{i\phi(x)}dx$$I=\int^{x_2}\sb {x_{1}}f(x)e^{i\phi(x)}dx$ and the tabulation of the function ${\rm Gi} (z)=(1/\pi)\int^\infty_0{\rm sin}(uz+\frac 13 u^3)du$${\rm Gi} (z)=(1/\pi)\int^\infty_0{\rm sin}(uz+\frac 13 u^3)du$. Quart. J. Mech. Appl. Math. 3, (1950). 107–112. Article

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