The Mathematical Gazette: Volume 31 -

Functions of a Complex Variable. By T. M. MacRobert. Third edition. Pp. xv, 390. 18s. 1947. (Macmillan)
F. B.
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03 November 2016, pp. 295-296
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The Cross and the Foundations of Euclidean Geometry
H. G. Forder
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03 November 2016, pp. 227-233
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The main aim of this note is to give a new foundation of Euclidean geometry based on the notions of “cross” and “signed angle”. The reckoning with crosses, or directed angles, advocated by D. K. Picken has many merits: the rules are few, general, and simple, and one proof covers a number, often large, of special cases. I will first sketch the method, assuming Euclidean geometry already known.

Differential and Integral Calculus. By F. D. Murnaghan. Pp. x, 502. 1947. (Remsen Press, New York)
R. L. Goodstein
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03 November 2016, pp. 296-298
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Advanced Calculus. By D.V Widder. Pp. xvi, 432. 36s. 1947. (Pren Hall, New York; Constable, London)
R. L. Goodstein
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03 November 2016, pp. 298-300
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The Mathematical Gazette