Mathematics 





Elliott, E. B. Algebra of Quantics, 

 an introduction, having as its 

 primary object the explanation of 

 the leading principles of invariant 

 Algebra. 2ndedn. 8vo. Pp.432. 

 19i3. Oxford: Clarendon Press. 

 15s. 



Klein, F. Lectures on the Icosahe- 

 dron , and the Solutions of Equations 

 of the Fifth Degree . Translated by 

 G. G. Morrice. 2nd edn. 8vo. 

 Pp. 305. 1913. Kegan Paul. 

 10s. Qd. 



Macaulay, F. S. The Algebraic 

 Theory of Modular Systems . Demy 

 8vo. Pp. 126. 1916. Cambridge 

 University Press. 5s. Qd. 



Mathews, G. B. Algebraic Equa- 

 tions. 2nd edn. Demy 8vo. Pp. 

 72. 1915. Cambridge University 

 Press . 3s . 



Milne, W. P. Higher Algebra. Cr. 

 8vo. Pp. 598. 1913. Arnold. 

 8s. Qd. 



Homogeneous Co-ordinates. Cr. 



8vo. Pp.176. 1910. Arnold. 6s. 



Whitehead, A. N. A Treatise on 

 Universal Algebra. Vol. 1. Roy. 

 8vo. Pp. 612. 1898. Cambridge 

 University Press. 24s. 



c. Determinants, Theory of 

 Groups, etc. 



Burnside, W. Theory of Groups of 

 Finite Order . 2nd edn . Demy 8vo . 

 Pp. 526. 1911. Cambridge Uni- 

 versity Press. 17s. Gd. 



Campbell, J. E. Theory of Con- 

 tinuous Groups, an Introductory 

 Treatise on Lie's Theory of Finite 

 Continuous Transformation Groups . 

 8vo. Pp. 436. 1903. Oxford: 

 Clarendon Press. 14s. 



Cullis, G. E. Matrices and Deter - 

 minoids . Roy . 8vo . Vol . 1 . Pp . 

 442. 1914. 24s. Vol.2. Pp.580. 

 1918. 42s. Cambridge University 

 Press . 



Grace , J . H . , and Young , A . The 



Algebra of Invariants. Demy 8vo. 

 Pp. 384. 1903. Cambridge Uni- 

 versity Press . 12s . Gd . 



Hilton, H. Homogeneous Linear 

 Substitutions . A collection for the 

 benefit of the Mathematical Student 

 of those properties of the Homogene- 

 ous Linear Substitution, with real 

 or complex co -efficients of which 

 frequent use is made in the Theory 

 of Groups and the Theory of 

 Bilinear Forms and Invariant Fac- 

 tors. 8vo. Pp. 192. 1914. Ox- 

 ford: Clarendon Press. 12s. Qd. 



Theory of Groups of Finite Order, 

 an Introduction which aims at 

 introducing the reader to more 

 advanced treatises and original 

 papers on Groups of Finite Orders. 

 8vo. Pp. 248. 1908. Oxford: 

 Clarendon Press. 14s. 



MacMahon , P. A. An Introduction 



to Combinatory Analysis. 8vo. 



1920 . Cambridge University Press . 



7s. Qd. 

 Combinatorv Analysis . 2 Vols . 



Roy.Svo. Vol.1. Pp.329. 1915. 



20s. Vol. 2. Pp. 359. 1916. 



18s. Cambridge University Press. 



Muir, SirT. Theory of Determinants 

 in the Historical Order of Develop- 

 ment. 8vo. Vol. 1. Part 1. 

 General Determinants up to 1841 . 

 Vol . 1 . Part 2 . Special Determin- 

 ants up to 1841. Pp. 504. 1906. 

 21s. Vol.2. The Period 1841 to 

 1860. Pp.492. 1911. 21s. Vol. 

 3. The Period 1861 to 1880. Pp. 

 530. 1920. 35s. Macmillan. 



Scott, R. F. The Theory of Deter- 

 minants and their Applications. 

 2nd edn . , revised by G . B . Mathews . 

 DemySvo. Pp.299. 1904. Cam- 

 bridge University Press. 12s. 



Wright, J. E. Invariants of Quad- 

 ratic Differential Forms. Demy 

 8vo. Pp. 98. 1908. Cambridge 

 University Press. 3s. 



xii. CALCULUS, 

 a. Elementary. 



Andrews , E . S . , and Heywood , H . 

 B. The Calculus for Engineers. 

 Cr. 8vo. Pp. 284. 1914. Scott, 

 Greenwood . 5s . 



27 



