Mathematics 



Milne, J., and Davis, R. F. 



Geometrical Conies. Cr. 8vo. Pp. 

 230. 1890. Macmillan. 4s. Cd. 



Smith, C. Geometrical Conies. 

 Cr. 8vo. Pp. 268. 1919. 7s. 

 Key to ditto. Cr. 8vo. Pp. 150. 

 1904. 7s. Macmillan. 



Smith, J. H. Geometrical Conic 

 Sections. 9th imp. Cr. 8vo. Pp. 

 174. 1918. Longmans. 5s. 



c. Solid Geometry. 



Atkinson, E. H. De V. A Text- 

 book of Practical Solid Geometry, 

 etc., for the Use of the Royal 

 Military Academy, Woolwich. New 

 imp. 8vo. Pp. 134. 1914. 

 >pon. 7.S. (irf. 



Davison, C. The Elements of Solid 

 Geometry. Cr. 8vo. Pp. 130. 

 1920. ( ambridge University Press. 



4.s . 



Godfrey, C., and Siddons, A. W. 

 Solid Geometry. Cr. 8vo. Pp. 

 120. 1920. 2t. &f. Solutions by 

 ( . L. Heaven. T.s. <</. Cambridge 

 University Press. 



Heath, R. S. Solid Geometry. 

 Including the Mensuration of Sur- 

 faces and Solids. 4th edn . Cr. 

 8vo. Pp. 12.3. 1919. Kivington. 

 4s. 



Unwin, P. W. Practical Solid 

 Geometry. Cr. Svo. Pp. 270. 

 1909. Bell. St. 



d. Projective Geometry. 



Cremona, L. Elements of Project i\ c 

 i.'ometry. Translated by < . Leu- 

 desdorf.' 3rd edn. Svo.' Pp. 324. 

 1913. Oxford: Clarendon 1' 

 12s. 6<f. 



Filon, L. N. G. An Introduction to 

 Projective Geometry. 2nd edn. 

 Cr.'svo. Pp. 255. 'l!H;. Arnold. 

 7s. t\d. 



Hatton, J. L. S. The Principles of 

 Projective Geometry applied to flu- 

 Straight Line and Conic. H.y. 

 Svo. Pp. .",70. 1913. Cambridge 

 .iN PlKM, 12v. 6d. 



Mathews, G. B. Projective Geome- 

 try. Cr. 8vo. Pp. 364. 1914. 

 Longmans . (i.s . 



Pickford, A. G. Elementary Pro- 

 jective Geometry. Cr. Svo. Pp. 

 268. 1909. Cambridge University 

 Press . 5s . 



Smart, E. H. A First Course in 

 Projective Geometry. Cr. Svo. 

 Pp.298. 1913. Bfaomillan.te.6d. 



Whitehead, A. N. The Axioms ,,f 

 Projective Geometry. Demy Svo. 

 Pp.72. 1913. Cambridge Un* 

 sity Press. 3.v. 



xv. ANALYTICAL GEOMETRY. 



Askwith, E. H. Analytical Geo- 

 metry of the Conic Sections. 2nd 

 edn. Demy Svo. Pp. 44: J. r.ns. 

 Black. 10s. 6rf. 



Baker, W. M. Algebraic Geometry. 

 A New Treatise on Analytical 

 Conic Sections. 6th 'edn. Cr. 

 Svo. Pp. 369. 1919. 7* .'.//. 

 Key. Pp. 224. 1907. S.s -. (\,t . 



Bell. 



Bell, R. J. T. An Kli-mmlary 

 Treatise on Co-ordinate Geometry 

 of Three Dimension* . 2nd edn. 

 8VO. Pp. 412. 191S. Macmillan. 

 12.s. (\<l. 



Briggs, W., and Bryan, G. H. 



The l{ i^lit Line and ( ircle 

 ordinate (icometry). :Jrd edn. 

 Mth imp. Cr, 8VO. J'p. - 

 191 H. 5\. I . I'niver- 



Tutorial I' 



|-;\ainpIcN in Co-ordinate 

 Geometry. 2nd edn. 4th imp. 



( .. BYO. Pp. st. i!i:j. 2t. :;>L 



I'liiversity 'I'utorial Press. 



Coleman, P. ( o-ordinate Geometry, 

 an Klemcntary (Oui- 

 Pp. 2K>. liil.'J. Oxford : Claren- 

 don Press. :;\. i\il. 



Davison, C. The Klements of 

 Analytical Conies. Cr. Svo. Pp. 

 2 Mi. 1 919. Cambridge. I'niver- 

 sity PKSS. His. ;//. 



32 



