6030 



184 



6410 



Sintzow, I)[imitry]. Ueber eine 

 Funktionalgleiclmng. Arch. Math., 

 Leipzig, (3. Reihe), 6, 1903, (216-217). 



GEOMETRY. 

 Foundations. 



6400 GENERAL. 



Delia definizione della geometria. 

 Pi tagora, Palermo, 8, 1901-02, (97-98). 



Cambier, A. Elements de geometrie 

 d'apres A. M. Legendre. Nouvelle ed. 

 revue et augmentee de 1360 applications 

 et d'mi traits elementaire d'arpentage, 

 de nivellement et dn trace dea cartes de 

 geographic. Bruxelles (A. Castaigiie), 

 1902, (466, av. figs.). 8vo. 4 fr. 



Combebiac. Calcul des trIquaternion& 

 Nouvelle analvse geometrique. J. Ec. 

 polytech., Paris, (ser. 2), 7, 1902, 

 (101-219). 



De Riemaecker, A. Traite des formes 

 geometriqiies ou geometrie intuitive. 

 Gand (A Sifter), 1903, (94, a v. figs.). 

 8vo. fr. 1.50. 



Emch, Arnold. On certain methods 

 of the geometrv of position. Topeka, 

 Trans. Kan. Acad. Sci., 18, 1903, 

 (220-230). 



Gouz, Joseph. Elements de geometrie 

 pratique et de topographic. Louvain 

 (Aug. Fonteyn), 1901, (387, av. figs.). 

 8vo. fr. 4.50. 



Halsted, George Bruce. The hetween- 

 ness assumptions. Amer. Math. Mon., 

 Springfield, Mo., 9, 1902, (98-101). 



Hilbert, David. The foundations of 

 geometry . . . authorized translation 

 by E. J. Townsend. Chicago (Open 

 court publishing co.) ; London (K. Paul, 

 Trench, Trubner & co., ltd.), 1902, 

 (vii + 32, with diagr.). 20 cm. 



Klein, F[elix]. Anwendung der Dif- 

 ferential- imd Integralrechnung auf 

 Geometrie, eine Revision der Principien. 

 Vorlesung. Ausgearb. v. Conrad 

 Muller. I^ipzig (B. G. Teubner in 

 Comm.), 1902, (VIll + 468 autograph. 

 S). 22 cm. 10 M. 



Lafontaine, J. La geometrie. Ecole 

 nationale, 1903, (516-617). 



Lauvemay. Probleme de geometrie. 

 Mathesis, Gand, 1903, (61-63). 



Maschke, Heinrich. Some modern 

 methods and principles of geometry. 

 Amer. Math. Mon., Springfield, Mo., 9, 

 1902, (214-219). 



Moore, Eliakim Hastings. "The 

 betweenness assmnptions." Amer. Math. 

 Mon., Springfield, Mo., 9, 1902, (152- 

 153). 



On the projective axioms 



of geometry. New York, N.Y., Trans. 

 Amer. Math. Soc, 3, 1902, (142-158), 



Errata (501). 



Rabinovitch, Israel Enclid. The 

 foundations of the Euclidian geometry 

 as viewed from the standpoint of kine- 

 matics. [With bibliography.] Disserta- 

 tion . . . Ph. D. . . . Johns Hopkins 

 Univ., 1901, New York, 1903, (xi -f 

 116). 23.2 cm. 



Smitli, Thomas. . . . Euclid, his 

 life and system. (The world's epoch 

 makers). New York (C. Scribner's 

 sons), 1902, (vi -f- 227). 19 cm. 



St0rmer, Carl. Some geometrical 

 theorems from the modern theory of 

 numbers. (Norw.) Kristiania, Forh. Vid. 

 selsk.. No. 2, 1902, 1902, (28). 



Strehl, Karl. Raumstudien. Oen- 

 tralztg Opt., Berlin, 24, 1903, (182-184, 

 193-194). 



Thue, Axel. A pseudomechanic 

 method in geometry. (Norw.) Kris- 

 tiania, Forh. Vid. selsk.. No. 4, 1902, 

 1902, (III). 



Wallner, C. R. Ueber die Entstehuug 

 des Grenzbegriffes. Bibl.math., Leipzig, 

 (3. Folge), 4, 1903, (246-259). 



Wilson, Edwin Bidwell. Ueber eine 

 von dem Begriff der Lange unabhiingige 

 Definition des Volumens. Jahresljer. D. 

 MathVer., Leipzig, 12, 1903, (555-561). 



6410 PRINCIPLES OF GEOME- 

 TRY; NON-EUCLIDEAN GEO- 

 METRIES; HYPERSPACE. 



Alasia, C. Poligeometrognomia 



generale e la geometria non-euclidea del 

 Chrystal. Lettura Conferenza tenuta nel 

 gemiaio 1902. Estratto dalla Rivista di 

 Scienze e Lettere Quo vadis? An. I 

 e II, Trapani (Tip. Messina), 1902, (19). 



