— 502 — 

 1 85 1 3 — Woepckc Dr. Frane. Notice sur les traductions arabes de deux ouvra- 

 ges perdus d' Euclide. Paris, Imp. nationale, Extr. du Jour. Asiatique, t. XVIII, 

 an. 1851. (Si riferisce al Trattato de divisionibus). 



V. il Bull, del Boncompagni, t. II, p. 136. 



1851 4 — Euclid \s Elements. London, (Davison). 

 Così indicata dal Zakhartchenko. 



1851 5 - The Elements of Euclid; viz : Books I to VI, XI and XII. From the 

 text of R. Simson carefully corrected by L. Maynard. New edit. London, 

 Longman and Co., 12°. 



1851 6 * — Die Geometrie des Euklid und das Wesen derselben ec. Von Dr. C. 

 S. Unger. Leipzig, Avenarius et Mendelssohn, 8°. Pag. XVI -+- 694. 



1852 1 — Cooley W. D. Geometrical propositions demonstrated or, a supplement 

 to Euclid : being a key to the exercises appended to the Elements. Upwards 

 of 120 propositions deduced from the principles in the first six books of Eu- 

 clid are illustred in it by new diagrams. London, John Churchill, 8°. 



1852 2 — Figures of Euclid : being the diagrams illustrating the " Elements „ 

 withe the ennunciations printed separately for use in the class-room. By W. 

 D. Cooley. London. 



1852 s — Euclid 's Elements of piane geometry ; with explicatory appendix and 

 supplementary propositions for exercises. Adapted for the use of schools self- 

 instruction. By W. D. Cooley. With 220 Diagrams, engraved especially for 

 the work. London, John Churchill, 8\ 



1852 i — Euclid 's Elements of Geometry. First 6 books, together with the li 

 and 12; from the text of Robert Simson, with a few variations and additional 

 references. Corrected by Samuel Maynard. New edit. London, 18°. 



1852 5 — Edwards J. Figures of Euclid. With questions, 5th. edit. London, 12°. 



1852 6 — Euclid 's the first two books of the elements. Printed chiefly according 

 to the text of Simson, with additional figures, notes, explanations, and dedu- 

 ctions. By James Pocock. Ib., 8\ 



1852 7 — Euclid 's Elements for beginners, for the use of upper classes in ele- 

 mentary Schools. Ibid., 12°. 



Queste ultime otto pubblicazioni sono indicate dal Sóhncke. 



