The Mathematical Gazette: Volume 2 -

A First Geometry Book. By J. G. Hamilton, B.A., and F. Kettle, B.A. 1900. (E. Arnold.) - Inductive Geometry for Transition Classes. By H. A. Nesbitt. (Sonnenschein.) - Geometrical Drawing for Army and Navy Candidates and Public School Classes. By E. C. Plant, C.B. - Geometrical Drawing. By W. H. Blythe, M.A. Parts I. and II. 1900. (Cam. Univ. Press.) - Exercises in Graphic Statics. By G. F. Charnock, Assoc. M.Inst.CE. Part I. 40 sheets. 1900. (J. Halden & Co.)
W. J. Dobbs
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03 November 2016, pp. 53-56
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92. [K. 13. a.] Solution of Problem 372, and notes suggested thereby
T. J. I’a Bromwich
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03 November 2016, pp. 9-10
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116. [X. 4. b. a.] Note on the Graphical Solution of Quadratics.
A. E. Wynne
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03 November 2016, p. 228
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122. [K. 20. f.] The Fundamental Formulae of Spherical Trigonometry.
C. S. Jackson
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03 November 2016, pp. 261-262
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The Teaching of Mathematics in the Higher Schools of Prussia. By J. W. A. Young. Pp. xiv., 141. 2s. 6d. net. 1901. (Longmans.)
E.M. Langley
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03 November 2016, p. 114
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La Fonction Gamma; Théorie, Histoire, Bibliographie. Par Maurice Godefroy. Paris, Gauthier-Villars, 1901; Pp. 94.
T. J. I’a. Bromwich
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03 November 2016, pp. 160-161
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Mathematical and Physical Papers. By Sir George Gabriel StokesBart., M.A. , etc. Vol. III. Pp. viii., 416. (Cambridge University Press.)
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03 November 2016, p. 204
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Non-Euclidean Geometry. By Henry P. Manning, Ph.D. (Ginn & Co., Boston, 1901; 8vo., pp. v.–95.)
George Bruce Halsted
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03 November 2016, pp. 93-95
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110. [K. 6. a.] To find the distance between two points, α1β1γ1, α1β2γ2 in trilinear coordinates
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03 November 2016, p. 189
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Note on the Treatment of Conic Sections and Conicoids By Pure Geometry
C. A. Rumsey
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03 November 2016, pp. 356-360
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The object of the following note is to derive Pascal’s theorem and the Anharmonic and Harmonic properties of Conic Sections directly from the focus and directrix definition by the early introduction of an extended form of Carnot’s theorem, viz. “the product of the ratios in which the sides of a closed polygon, taken in order, are cut by a conic = +1.” When the above have been demonstrated the simpler properties are known to be easily deducible. Subsequently the treatment of Conicoids by Pure Geometry is introduced by means of the same theorem.

Notes on Conics in Areals
T. J. I’a. Bromwich
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03 November 2016, pp. 175-179
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Theoretische Arithmetik. (II. Abtheilung). By O. Stolz und J. A. Gmeiner. Leipzig, Teubner. 1902. Pp. 402.
G. H. Hardy
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03 November 2016, pp. 312-313
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Vocabulaire Mathématique. Part I. (Francais-Allemand). By Felix Müller. (Pp. xii.— 132). 8 marks. 1900 (Teubner).
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03 November 2016, p. 56
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123. [L.1 1. a.] Note on the Parabola.
R. F. Davis
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03 November 2016, p. 262
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111. [A. 1. c.] Note on the Multinomial Theorem
G. Osborn
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03 November 2016, pp. 189-190
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Elementary Geometry. J. Elliott, M.A. 4s. (Swan Sonnenschein & Co.)
A. W. Siddons
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03 November 2016, p. 245
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The Elementary Geometry of Conies. By the Rev. C. Taylor, D.D., LL.D., Master of St. John’s College, Cambridge. Eighth edition, revised, pp. viii. 159. 4s. 6d. 1903. (Deighton, Bell.)
F.S. Macaulay
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03 November 2016, p. 313
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Linear Groups: with an Exposition of the Galois Field Theory. By L. E. DicksonPh.D. Pp. x., 312. (Leipzig: B. G. Teubner.)
G. B. Mathews
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03 November 2016, pp. 204-205
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A Treatise on Physics. By Andrew Gray, LL.D., F.R.S., Professor of Natural Philosophy in the University of Glasgow. Vol. I. Dynamics and Properties of Matter. London: J. & A. Churchill, 1901. Pp. xxiii. 688.
W. H. Macaulay
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03 November 2016, pp. 95-97
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93. [K.] Prof. Hill’s Eucl. v. and vi., Definition of Ratios, and Incommensurables
E. Budden
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03 November 2016, pp. 10-11
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The Mathematical Gazette

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Volume 2 - May 1903

Reviews and Notices

Mathematical Notes

92. [K. 13. a.] Solution of Problem 372, and notes suggested thereby

116. [X. 4. b. a.] Note on the Graphical Solution of Quadratics.

122. [K. 20. f.] The Fundamental Formulae of Spherical Trigonometry.

Reviews and Notices

The Teaching of Mathematics in the Higher Schools of Prussia. By J. W. A. Young. Pp. xiv., 141. 2s. 6d. net. 1901. (Longmans.)

La Fonction Gamma; Théorie, Histoire, Bibliographie. Par Maurice Godefroy. Paris, Gauthier-Villars, 1901; Pp. 94.

Reviews

Mathematical and Physical Papers. By Sir George Gabriel StokesBart., M.A. , etc. Vol. III. Pp. viii., 416. (Cambridge University Press.)

Non-Euclidean Geometry. By Henry P. Manning, Ph.D. (Ginn & Co., Boston, 1901; 8vo., pp. v.–95.)

Mathematical Notes

110. [K. 6. a.] To find the distance between two points, α1β1γ1, α1β2γ2 in trilinear coordinates

Research Article

Note on the Treatment of Conic Sections and Conicoids By Pure Geometry

Other

Notes on Conics in Areals

Reviews

Theoretische Arithmetik. (II. Abtheilung). By O. Stolz und J. A. Gmeiner. Leipzig, Teubner. 1902. Pp. 402.

Reviews and Notices

Vocabulaire Mathématique. Part I. (Francais-Allemand). By Felix Müller. (Pp. xii.— 132). 8 marks. 1900 (Teubner).

Mathematical Notes

123. [L.1 1. a.] Note on the Parabola.

111. [A. 1. c.] Note on the Multinomial Theorem

Reviews

Elementary Geometry. J. Elliott, M.A. 4s. (Swan Sonnenschein & Co.)

The Elementary Geometry of Conies. By the Rev. C. Taylor, D.D., LL.D., Master of St. John’s College, Cambridge. Eighth edition, revised, pp. viii. 159. 4s. 6d. 1903. (Deighton, Bell.)

Linear Groups: with an Exposition of the Galois Field Theory. By L. E. DicksonPh.D. Pp. x., 312. (Leipzig: B. G. Teubner.)

A Treatise on Physics. By Andrew Gray, LL.D., F.R.S., Professor of Natural Philosophy in the University of Glasgow. Vol. I. Dynamics and Properties of Matter. London: J. & A. Churchill, 1901. Pp. xxiii. 688.

Mathematical Notes

93. [K.] Prof. Hill’s Eucl. v. and vi., Definition of Ratios, and Incommensurables

The Mathematical Gazette

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Volume 2 - May 1903

Reviews and Notices

Mathematical Notes

Reviews and Notices

Reviews

Mathematical Notes

Research Article

Other

Reviews

Reviews and Notices

Mathematical Notes

Reviews

Mathematical Notes