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**1**(1944), 312-323 Request permission

Corrigendum: Math. Comp.

**1**(1944), 336.

## References

- L. Euler, “De partitione numerorum,” Acad. Sci. Petrop.,
- Hansraj Gupta,
*An inequality in partitions*, J. Univ. Bombay**11**(1942), 16–18. MR**0008088** - Paul Erdös and Joseph Lehner,
*The distribution of the number of summands in the partitions of a positive integer*, Duke Math. J.**8**(1941), 335–345. MR**4841**
H. Gupta, - Herbert E. Salzer,
*Table of coefficients for inverse interpolation with central differences*, J. Math. Phys. Mass. Inst. Tech.**22**(1943), 210–224. MR**10054**, DOI 10.1002/sapm1943221210
H. T. Davis,

*Novi Commentarii*, v. 3 (1750-1), 1753, p. 125-169.

*Commentationes Arithmeticae*. St. Petersburg, v. 1, 1849, p. 73-101,

*Opera Omnia*, s. 1, v. 2, 1915, p. 254-294. Chrystal in his algebra refers to a smaller table of Euler in his

*Introductio in Analysin Infinitorum*[Lausanne, 1748, chapter 16;

*Opera Omnia*, s. 1, v. 8, 1922, p. 327-328] and many later writers, including the author, have followed this reference.

*Tables of Partitions*, Madras, 1939.

*Tables of the Higher Mathematical Functions*, v. 1, Bloomington, Ind., 1933, p. 80-81. Mr. Salzer notes “The formula obtained by Davis was checked and found to be entirely correct except for two obvious printing errors, namely, p. 81 line 6 for $3{!^2}$ read $4{!^2}$ and on line 7 for + 36 read - 36." A. Gray and G. B. Mathews,

*A Treatise on Bessel Functions*, London, Macmillan, 1895, p. 285. Second edition, prepared by A. Gray and T. M. MacRobert, 1922, p. 309. Described in

*MTAC*, p. 283.

## Additional Information

- © Copyright 1944 American Mathematical Society
- Journal: Math. Comp.
**1**(1944), 312-323 - DOI: https://doi.org/10.1090/S0025-5718-44-99034-4