Recent Mathematical Tables

Journal:
Math. Comp. **8** (1954), 75-94

DOI:
https://doi.org/10.1090/S0025-5718-54-99339-4

Corrigendum:
Math. Comp. **8** (1954), 245.

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References | Additional Information

**[1]**F. Deprez,*Tables for Calculating, by Machine, Logarithms to 13 Places of Decimals*. Berne, 1939.**[2]**J. Dodson,*Antilogarithmic Canon*. London, 1742.**[1]**W. E. H. Berwick, ``An invariant modular equation of the fifth order,''*Quart. Jn. of Math.*, v. 47, 1916, p. 94-103.**[2]**H. S. Zuckerman, ``The computation of the smaller coefficients of ,'' Amer. Math. Soc.,*Bull.*, v. 45, 1939, p. 917-919. MR**0001769 (1:294d)****[3]**H. Gupta, ``A table of partitions, I, II,'' London Math. Soc.,*Proc.*, v. 39, 1935, p. 142-149, v. 42, 1937, p. 546-549.**[4]**D. H. Lehmer, ``Properties of the coefficients of the modular invariant ,''*Amer. Jn. of Math.*, v. 64, 1942, p. 488-502. MR**0006210 (3:272c)****[5]**B. van der Pol, ``On a non-linear partial differential equation satisfied by the logarithm of the Jacobian theta-functions, with arithmetical applications, I, II,'' K. Ned. Akad. v. Wetensch.,*Proc.*, s.A, v. 54, 1951, p. 261-284. MR**0042599 (13:135a)****[6]**See*MTAC*, v. 4, 1950, p. 162, UMT**101**.**[1]**C. Eisenhart, M. W. Hastay, W. A. Wallis, editors,*Selected Techniques of Statistical Analysis*. New York and London, 1947, ch. 8, p. 267-318.**[1]**W. G. Cochran,*Sampling Techniques*. New York, 1953, p. 59-60. MR**0054199 (14:887i)****[2]**B. M. Seelbinder, ``On Stein's two-stage sampling scheme,''*Ann. Math. Stat.*, v. 24, 1953, p. 640-649. MR**0060190 (15:637d)****[1]**K. R. Nair, ``The distribution of the extreme deviate from the sample mean and its Studentized form,''*Biometrika*, v. 35, 1948, p. 118-144. MR**0025125 (9:602a)****[1]**P. C. Tang, ``The power function of the analysis of variance test with tables and illustrations of their use,''*Stat. Res. Memoirs*, v. 2, 1938, p. 126-157.**[1]**C. Eisenhart, M. W. Hastay, W. A. Wallis, editors,*Selected Techniques of Statistical Analysis*. New York and London, 1947, ch. 2 by A. H. Bowker, p. 102-107.**[1]**A. K. Gayen, ``The distribution of 'Student's' in random samples of any size drawn from non-normal universes,''*Biometrika*, v. 36, 1949, p. 353-369. MR**0033496 (11:447f)**

Additional Information

DOI:
https://doi.org/10.1090/S0025-5718-54-99339-4

Article copyright:
© Copyright 1954
American Mathematical Society