1. J. W. L. Glaisher, "Tables of 1±2⁻ⁿ+3⁻ⁿ±4⁻ⁿ+ etc. and 1+3⁻ⁿ+5⁻ⁿ+7⁻ⁿ+ etc., to 32 places of decimals," Quart. J. Math., v. 45, 1914, pp. 141-158. The tables are reproduced in H. T. Davies, Tables of Higher Mathematical Functions, vol. 2, Principia Press, Bloomington, Indiana, 1955.
2. Tables of values of 16 integrals of algebraic-hyperbolic type;Ling, Chih-Bing;Math. Tables Aids Comput.,1957
3. A new method of evaluation of Howland integrals;Ling, Chih Bing;Math. Comp.,1971
4. Further evaluation of Howland integrals;Ling, Chih Bing;Math. Comp.,1978
5. Evaluation of integrals of Howland type involving a Bessel function;Ling, Chih Bing;Math. Comp.,1982