The Mathematical Gazette: Volume 8 -

The Achievements of Great Britain in the Realm of Mathematics
Gino Loria
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03 November 2016, pp. 12-19
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In England the sceptre of Mathematics passed from the hands of Wallis to the man who was to raise the exact sciences to a height hitherto unattained—Isaac Newton (1642-1727), that sovereign genius before whom the world of science will ever bow with the profoundest reverence.

455.[P1. 3. b. a.] Retro-Azimuthal Projections (cf. Gazette, No. 108, Dec, 1913, pp. 208 et sqq.)
G. P. Blake
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03 November 2016, pp. 176-178
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456. [D. 6. c. δ.] Investigation of a simple formula for calculating the successive “numbers of Bernoulli.”
A. Lodge
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03 November 2016, pp. 178-179
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My Lecture Notes on Calculus
G. H. Bryan
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03 November 2016, pp. 19-20
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In view of the recent discussions and papers in the Gazette, it may not be out of place for me to sketch the methods by which the Calculus is approached in my lectures. The class includes not only students qualifying for a degree in mathematics, but also others requiring a working knowledge of the use of the Calculus for the purposes of their courses in physics and chemistry.

Descriptive Geometry. By John C Tracey and Herbert B. North. 8s. 6d. net. 1914. (Messrs. Chapman & Hall.)
A. Dakin
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03 November 2016, pp. 161-162
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The Mathematical Gazette