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The Mathematical Gazette

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Published on behalf of The Mathematical Association

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The Mathematical Gazette
ISSN: 0025-5572

EISSN: 2056-6328

URL: /core/journals/mathematical-gazette
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The Mathematical Gazette

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Volume 3 - December 1904

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Problems

Reviews

Integral Calculus for Beginners. By Alfred Lodge, M.A., Mathematical Master at Charterhouse, formerly Professor of Pure Mathematics at the RLE. College, Coopers Hill. London: George Bell & Sons. 1905. Pp. 203. 4s. 6d.

Abstrakte Geometrie. By Karl Theodor Vahlen. (Teubner, Leipzig, 1905.)

Mathematical Notes

168. A geometrical construction

153. On a Fundamental Theorem in Inversion

Reviews

Die Lehre von der Zentralprojektion im Vierdimensionalen Raume. By Dr. H. de Vries. Pp. 78. (Leipzig, Göschen.)

The Continuum as a Type of Order : an Exposition of the Modern Theory. With an Appendix on the Transfinite Numbers. By Edward V. Huntington. (Reprinted from the Annals of Mathematics for 1905; Cambridge, Mass., 50 cents.)

Mathematical Notes

159. A note on the gnomonic projection

145. [L2. 10. g.] A circle and sphere connected with a confocal system of conies and a confocal system of conicoids respectively

Reviews

Einführung in die Theorie der Differentialgleichungen mit einer unabhängigen Variabeln. Von Dr. Ludwig Schlesinger. (Sammlung Schubert, XIII.) (Leipzig, 1904.) - Gewöhnliche Differentialgleichungen beliebiger Ordnung. Von Dr. Horn J.. (Sammlung Schubert, L.) (Leipzig, 1905.)

Mathematical Notes

149. [A. 1. b.] Note on some inequalities connected with the expressions where a, b, c are three positive quantities in order of magnitude

215. [V. 4. c.] A method of obtaining a second approximation

Other

Solutions

Mathematical Notes

169. An approximate construction for the trisection of an angle

202. [D. 2. a.].

Review

Theorie der ebenen algebraischen Kurven höherer Ordnung. By Heinrich Wieleitner. (No. 43 of the Sammlung Schubert.) (Leipzig, O. J. Göschen.)

Reviews

Mechanics. A school course. By W. D. Eggar, M.A. London: Edward Arnold. 1905. Pp. viii, 288. 3s. 6d.

Practical (Ok Expekimental) Mathematics

Mathematical Notes

146. [R. 5. a.] To prove that the circles on one side of the radical axis of any given non-intersecting coaxial system can be described simidtaneously by a swarm of particles under the attraction of a central force

154. Continued Inversion by Coaxal Circles

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Volume 3 - December 1904

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