Mathematical Notes
2306. Steggall's proof of an identity
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2307. On sub-factorial n
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2308. On Note 2180: Spearman's rank-correlation coefficient
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2309. On Note 2117
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2310. The determination of an analytic function of z from a knowledge of its real part without differentiation or integration
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2311. The complex form of the inverse sine
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2312. All modern conveniences
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2313. Etymology of sine
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2314. On Note 2281
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Reviews
Lectures in Abstract Algebra. I: Basic Concepts. By Nathan Jacobson. Pp. viii, 217, 37s. 6d. 1951. (D. van Nostrand, New York: Macmillan, London).
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- 03 November 2016, pp. 289-290
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Fourier Transforms. By I.N. Sneddon. p. xii, 542. 85s. 1951. (McGraw-Hill)
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- 03 November 2016, pp. 290-291
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Mathematics. A first course. By M.F. Rosskopf, H.D. Aten and W.D. Reeve. Pp. 472. $2.60. 1951. (McGraw-Hill)
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- 03 November 2016, pp. 291-292
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Über Kurven und Flächen in Allgemeinen Räumen. By P. Finsler Pp. 170. Sw. Fr. 14.80. 1951. (Birkhäuser, Basel)
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- 03 November 2016, pp. 292-293
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Colloque de Géométrie Différentielle, à, Louvain 1951. Centre Belge de Recherches Mathématiques. Pp. 240. 350 fr. Belg; 2,450 fr. French. 1951. (Georges Thone,Liége, Masson & Cie, Paris )
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- 03 November 2016, pp. 293-294
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Einführung in die Funktionentheorie. By L. Bieberbach 2nd edition. Pp. 220. DM. 12.60. 1952. (Verlag für Wissenschaft, Bielefeld)
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- 03 November 2016, p. 294
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Die Fakultät und Verwandte Funktionen. By F. Lösch and F. Schoblik. Pp. vi, 205. $4.03. 1951. (Teubner, Leipzig)
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- 03 November 2016, pp. 294-295
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Höhere Algebra. I (Lineare Gleichungen); II (Gleichungen höheren Grades). By H. Hasse. 3rd. edition. Pp. 152 and 158. DM. 2.40 each. 1951. Sammlung Göschen Nos. 931 and 932 (de Gruyter, Berlin) - Aufgabensammlung zur Höheren Algebra. By H. Hasse and W. Klobe. 2nd edition. Pp. 181. DM. 2.40. 1951. Sammlung Göschen No. 1082.
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The theory of functions of a real variable. By R.L. Jeffery Pp. xiii, 232. 45s. 1952. Mathematical Expositions, No. 6. (University of Toronto Press; London, Geoffrey Cumberlege)
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The Lebesgue Integral. By J.C. Burkill. Pp. viii, 87. 12s. 6d. 1951. Cambridge Tracts, 40. (Cambridge University Press)
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- 03 November 2016, p. 297
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An introduction to the theory of mechanics. By K.E. Bullen. 2nd edition. Pp. xvi, 368. 21s. 1952. (Cambridge University Press)
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- 03 November 2016, pp. 297-298
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