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Mathematics of Computation

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Recent Mathematical Tables

Journal: Math. Comp. 3 (1948), 169-199
Corrigendum: Math. Comp. 4 (1950), 246.
Corrigendum: Math. Comp. 3 (1949), 398.
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    A. E. Kennelly, Chart Atlas of Complex Hyperbolic and Circular Functions. Third ed. rev. and enl., Cambridge, Mass., 1924, 66 p. Kennelly published also Tables of Complex Hyperbolic and Circular Functions. Second ed. rev. and enl., Cambridge, 1921. vi, 240 p. E. Jahnke & F. Emde, Tables of Functions, second ed., Leipzig, 1933, p. 45-47 [Also in later editions.—Editor] Mabel K. Frehafer & C. Snow, Tables and Graphs for Facilitating Computations of Spectral Energy Distribution. Nat. Bureau of Standards, Misc. Publs., no. 56, 1925, T. I. C. Fabry, Introduction générale à la Photométrie, Paris, 1927. Z. Yamauti & M. Okamatu, “Tables for Planck’s radiation formula,” Tokyo, Electrotechn. Lab., Researches, no. 395, 1936, part I, 39 p. (English abstract); no. 402, 1937, part II, 51 p. in English. W. E. Forsythe, “1919 report of standards committee on pyrometry,” Optical Soc. Amer., Jn., v. 4, 1920, p. 331. F. E. Fowle, “Radiation from a perfect (blackbody) radiator,” in Nat. Res. Council, Intern. Critical Tables, v. 5, 1929, p. 238-243. Mabel K. Frehafer & C. Snow, idem, T.II. J. F. Skogland, Tables of Spectral Energy Distribution. Nat. Bureau of Standards, Misc. Publs., no. 86, 1929. G. K. Burgess, “The international temperature scale,” Nat. Bureau of Standards, Jn. Research, v. 1, 1928, p. 637. See N. W. McLachlan, Theory and Applications of Mathieu Functions. Oxford, 1947, figures 8, 11.
  • N. W. McLachlan, Computation of the solutions of $(1+2\varepsilon \,{\rm cos}\,2z)y”+\theta y+0$; frequency modulation functions, J. Appl. Phys. 18 (1947), 723–731. MR 21159
  • R. E. Langer, “On the connection formulas and the solutions of the wave equation,” Physical Rev., v. 51, 1937, p. 669-676. Leningrad, Astr. Inst., Biull., nos. 45 (1939) and 50 (1940), see RMT 548. Amer. Philos. Soc., Proc., v. 86, 1943, p. 342.
  • Zdeněk Kopal, An Introduction to the Study of Eclipsing Variables, Harvard Observatory Monograph no. 6, Harvard University Press, Cambridge, Mass., 1946. MR 0017613
  • This table was later recomputed by B. W. Sitterly, Princeton Univ. Observatory, Contributions, no. 11, 1930, 41 p. 23 X 32 cm. According to Tsesevich, no. 45, p. 124, “T.Iy [p. 390] is especially deficient in accuracy and contains systematic departures from accurate figures by twenty and more units of the third decimal." A. G. M. Wend, Eine Tafel zur Theorie der Bedeckungsveränderlichen. Diss. Leipzig. Weida i. Thür, 1931, 44 p. 17.7 X 26.3 cm. E. M. R. Hetzer, Beitrag zu H. N. Russell’s Methode der Berechnung der Elemente von Verfinsterungsvariablen unter Voraussetzung von Kreisbahnen und gleichmässig hellen Sternscheiben. Diss. Leipzig. Weida i. Thür, 1931, 56 p. 23.7 X 29 cm. K. G. Ferrari, “Zur Theorie des Bedeckungslichtwechsels bei vollständig randverdunkelten Sternscheiben.” Akad. d. Wissen., Vienna, Abt. IIa, (i) v. 147, 1938, p. 497-511; (ii) v. 148, 1939, p. 217-235. At the time of publication of Ferrari’s memoirs, only a few skeletons of Tsesevich’s tables of $\alpha ’(k, p)$ and $\alpha ”(k, p)$ were available for comparison; see Pulkovo, Astron. Observatoria, Tsirkuliary [Circulars], no. 24, 1938, p. 41-45. Arthur H. Stone, The Aerodynamics of a Slightly Yawing Supersonic Cone, NDRC Report, Div. 1, 1944. Hsue-Shen Tsien, “Supersonic flow over an inclined body of revolution,” Jn. Aero. Sci., v. 5, 1938, p. 480.
  • R. Sauer, Überschallströmung um beliebig geformte Geschosspitzen unter kleinem Anstellwinkel, Luftfahrtforschung 19 (1942), 148–152 (German). MR 28155

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Article copyright: © Copyright 1948 American Mathematical Society