Abstract

1. C.-B. LING, of values of the integrals fl (xm/sinhvx) dx and fl (x/coshPx) dx, J. Math. and Phys., v. 31, 1952, pp. 58-62. MR 13, 690. (Two misprints are here noted. p. 59, the subscript of s' in the last equation of (8) should be m 2p + 2r. Again, on p. 60, the exponent of 2 in the first equation of (9) should be p + 1.) 2. C.-B. LING & C. W. NELSON, On evaluation of Howland's integrals, Annals of Academia Sinica, no. 2, part 2, 1955, pp. 45-50. 3. C. W. NELSON, A Fourier integral solution for the plane-stress problem of a circular ring with concentrated radial loads, J. Appl; Mech., v. 18, 1951, pp. 173-182. MR 12, 880. 4. C. W. NELSON, Tables of Howland's and related integrals, Math. Comp., v. 15, 1961, pp. 12-18. MR 22 S 10203. 5. J. W. L. GLAISHER, Numerical values of the series 1 1/3n + 1/5n 1/7n + 1/9n , Messenger of Math., v. 42, 1912, pp. 35-49. 6. J. W. L, GLAISHER, of 1 i 2 n + 3 4t 4 + etc. and 1 + 3+ 5n + 7-n + etc. to 32 places of decimals, Quart. J. Pure and Appl. Math., v. 45, 1914, pp. 141-152. 7. H. T. DAVIS, Tables of Higher Functions, Vol. 2, Principia Press, Bloomington, Indiana, 1955. 8. J. PETERS & J. STEIN, Mathematical tables, Appendix of Peters' Ten-place Logarithmic Tables, Vol. 1, Ungar, New York, 1957. 9. A. H. R. GRIMSEY, On the accumulation of chance effects and the Gaussian frequency distribution, Philos. Mag., v. 36, 1945, pp. 294-295. MR 1, 311. 10. L. S. GODDARD, The accumulation of chance effects and the Gaussian frequency distribution, Philos. Mag., v. 36, 1945, pp. 428-433. MR 7, 311. 11. B. BUTLER, On the evaluation of fJ (sin t/t)m dt by the trapezoidal rule, Amer. Math. Monthly, v. 67, 1960, pp. 566-569. 12. K. HARUMI, S. KATSURA & J. W. WRENCH, JR., Values of (2/ir) fJ (sin t/t) dt, Math. Comp., v. 14, 1960, p. 379. MR 22 N 12737. 13. R. G. MEDHURST & J. H. ROBERTS, Evaluation of the integral (2/0r) fo (sin t/t)m. cos bt dt, Math. Comp., v. 19, 1965, pp. 113-117.

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