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Premiers Principes de Géométrie Moderne. By E. Duporcq. Pp. vii., 160. 3fr. 1899. (Gauthier-Villars.) - The “Junior” Euclid, Books III. and IV. By S. W. Finn. Pp. vi, 144–344. 2s. 1901. (Clarendon Press.) - Plane and Solid Geometry. By A. Schultze and F. L. Sevenoak. Pp. xii., 370. 6s. 1901. (Macmillan.) - Elementary Geometry, Plane and Solid. By Thomas F. Holgate. Pp. xii., 440. 6s. 1901. (Macmillan.) - Famous Geometrical Theorems and Problems, with their History. By W. W. Rupert. Four Parts. Parts I. and II. Pp. 58. Ten cents each part. 1900. (Heath, Isbister.) - On Teaching Geometry. By Florence Milner. Pp. 18. Ten cents. 1901. (Heath, Boston.) - Euclid I.-IV., VI., XI. By C. Smith and Sophie Bryant. Pp. viii., 460. 4s. 6d. 1901. (Macmillan.) - Euclid I. and II. By T. Vakley. Pp. iv., 151. Second Edition. 1s. 1901. (Allman.) - Deductions in Euclid. By T. W. Edmondson. Pp. 206. 2s. 6d. 1901. (Clive.) - Eléments de Géométrie. Par F.J. Pp. xii., 523. 3 fr. 60 c. 1900. (Poussielgue.) - Leçons de Géométrie Elémentaire. Vol. II.(Géométrie dans l’espace.) By J. Hadãmard. Pp. xxii., 582. 10fr. 1901. (Armand Colin.) - Essai sur les fondements de la Géométrie. By B.A.W. Russell (translated by A. Cadenat). Pp. x., 274. 1901. (Gauthier-Villars.) - Les Principes Fondamentaux de la Géométrie. By D. Hilbert (translated by L. Laugel). Pp. 114. 1900. (Gauthier-Villars.) - Traité de Géométrie Descriptive. By J. De La Gournerie. In. 4. In three parts, each with Atlas, 1891, 1880, 1901. Editions, 3rd, 2nd, and 3rd respectively. 10 frs. each part. (Gauthier-Villars.)
Published online by Cambridge University Press: 03 November 2016
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