Davatz Fondements synthétiques de la géométrie parabolique. (French) JFM 48.0647.09 Mitt. Charkow 15, 177-193 (1922). PDFBibTeX XML
Picken, D. K. The complete angle and geometrical generality. (English) JFM 48.0647.07 Math. Gazette 11, 188-193 (1922). PDFBibTeX XMLCite \textit{D. K. Picken}, Math. Gaz. 11, 188--193 (1922; JFM 48.0647.07) Full Text: DOI Link
Piaggio, H. T. H. Geometry and relativity. (English) JFM 48.0647.06 Math. Gazette 11, 97-100 (1922). PDFBibTeX XMLCite \textit{H. T. H. Piaggio}, Math. Gaz. 11, 97--100 (1922; JFM 48.0647.06) Full Text: DOI
Palatini, F. Assiomi e ipotesi dei fondamenti di geometria del Veronese. (Italian) JFM 48.0647.05 Periodico di Mat. (4) 2, 150-163 (1922). PDFBibTeX XMLCite \textit{F. Palatini}, Period. Mat., IV. Ser. 2, 150--163 (1922; JFM 48.0647.05)
Romane, R. Géométrie du sens commun. (English) JFM 48.0647.02 Mulhouse: Brinkmann (1922). PDFBibTeX XML
Granville, W. A. The fourth dimension and the bible. (English) JFM 48.0647.01 Boston: W. A. Granville, IX u. 119 S. (1922). PDFBibTeX XML
Schultze, A. Ist die Welt vierdimensional? (German) JFM 48.0646.13 Leipzig: Hillmann (1922). PDFBibTeX XML
Nys, D. La notion d’espace. (Fondation universitaire de Belgique.). (French) JFM 48.0646.09 Brüssel: R. Sand, 446 S. \(8^0\) (1922). PDFBibTeX XML
Baker, H. F. Principles of geometry. I: Foundations. II: Plane geometry, conics, circles, non-euclidean geometry. (English) JFM 48.0646.08 London: Cambridge Univ. Press. XI u. 182 S., XV u. 244 S. \(8^0\) (1922). PDFBibTeX XML
Barrow, J. [Child, James Mark] Geometrical lectures. Translated with notes and proofs and a discussion on the advance made therein on the work of his predecessors in the infinitesimal calculus by J. M. Child. (The Open Court series of classics of science and philosophy, Nr. 3.). (English) JFM 48.0646.06 London: Open Court Comp. 218 S. \(8^0\) (1922). PDFBibTeX XML
Hilbert, D. Die Grundlagen der Geometrie. 5. Auflage. (Wissenschaft und Hypothese, No.7.). (German) JFM 48.0646.04 Leipzig: B. G. Teubner (1922). PDFBibTeX XML
Gaba, M. G. A set of postulates for line geometry in terms of line and transformation. (English) JFM 48.0647.08 American M. S. Bull. 27, 199-200 (1921). PDFBibTeX XMLCite \textit{M. G. Gaba}, Bull. Am. Math. Soc. 27, 199--200 (1921; JFM 48.0647.08)
Cassina, U. La prospettiva e lo sviluppo dell’ idea dei punti all’ infinito. (Italian) JFM 48.0647.04 Periodico di Mat. (4) 1, 326-337 (1921). PDFBibTeX XMLCite \textit{U. Cassina}, Period. Mat., IV. Ser. 1, 326--337 (1921; JFM 48.0647.04)
Fisichella, G. Sulla teoria dell’ equivalenza secondo G. B. Halsted. (Italian) JFM 48.0647.03 Periodico di Mat. (4) 1, 101-108 (1921). PDFBibTeX XMLCite \textit{G. Fisichella}, Period. Mat., IV. Ser. 1, 101--108 (1921; JFM 48.0647.03)
Browne, R. T. The mystery of space: a study of the hyperspace movement in the light of the evolution of new psychic faculties, and an inquiry into the genesis and essential nature of space. (English) JFM 48.0646.14 London: Routledge \(8^0\) (1921). PDFBibTeX XML
Manning, H. P. (ed.) The fourth dimension simply explained. A collection of essays selected from those submitted in the Scientific American prize competition. (English) JFM 48.0646.12 London: Methuen, 251 S. (1921). PDFBibTeX XML Full Text: Link
Neville, E. H. The fourth dimension. (English) JFM 48.0646.11 London: Cambridge Univ. Press. 56 S. \(8^0\) (1921). PDFBibTeX XML Full Text: Link
Weitzenböck, R. Over de vierde dimensie. (Dutch) JFM 48.0646.10 Groningen: Noordhoff, III u. 411 S. (1921). PDFBibTeX XML
Einstein, A. La géométrie et l’expérience. Traduction française par M. Solovine. (French) JFM 48.0646.07 Paris: Gauthier-Villars, 19 S. \(8^0\) (1921). PDFBibTeX XML Full Text: Link
Bonola, R. [Liebmann, Heinrich] Die nichteuklidische Geometrie. Historisch-kritische Darstellung ihrer Entwicklung. Deutsche Ausgabe von H. Liebmann. 3. Auflage. (German) JFM 48.0646.05 Leipzig: B. G. Teubner (1921). PDFBibTeX XML Full Text: Link
Poincaré, H. Des fondements de la géométrie. (Bibliothèque de synthèse scientifique.). (French) JFM 48.0646.03 Paris: Chiron. 65 S. (1921). MSC: 01A75 PDFBibTeX XML
Rao, C. V. H. Imaginaries in geometry and their interpretation in terms of real elements. (English) JFM 47.0963.02 Math. Gazette 10, 129-133 (1920). PDFBibTeX XMLCite \textit{C. V. H. Rao}, Math. Gaz. 10, 129--133 (1920; JFM 47.0963.02) Full Text: DOI
Kubota, T. A proof of a theorem of Hskell’s. (Japanese) JFM 47.0519.03 Tôhoku Math. J. 18, 46-48 (1920). PDFBibTeX XMLCite \textit{T. Kubota}, Tôhoku Math. J. 18, 46--48 (1920; JFM 47.0519.03)
Salmoiraghi, A. Guido pratico del geometro moderno. 2a edizione. (Italian) JFM 47.0519.02 Milano: Tip. U. Allegretti, XXIV u. 120 S. \(8^\circ\) (1920). PDFBibTeX XML
Halsted, G. B. Girolamo Saccheri’s Euclids Vindicatus. (English) JFM 47.0518.06 Chicago: Open Court, XIII u. 246 S. (1920). PDFBibTeX XML
Mathews, G. B. Non-euclidean geometries. (English) JFM 47.0963.03 Nature 106, 790-791 (1919). PDFBibTeX XMLCite \textit{G. B. Mathews}, Nature, London 106, 790--791 (1919; JFM 47.0963.03) Full Text: DOI
Barthel, E. Polargeometrie. (German) JFM 47.0519.05 Bibliothek für Philosophie. Bd. 16. Berlin: L. Simion. vii, 95 S. (1919). MSC: 51-01 PDFBibTeX XML Full Text: Link
Brocard, H. Signification de géométrie à \(\frac lm\) dimensions (question 2223, de P. Tannery). (French) JFM 47.0519.04 Interméd. de math. 26, 76 (1919). PDFBibTeX XML
Hjelmslev, J. Geometrske Eksperimenter. (Danish) JFM 47.0519.01 Kopenhagen: Gjellerup (1919). PDFBibTeX XML
Turc, A. Introduction elementaire à la géométrie Lobatschewskienne. Ouvrage posthume. (French) JFM 47.0518.08 Genf: Kündig. 170 S. \(8^\circ\) (1919). PDFBibTeX XML
Sommerville, D. M. Y. The elements of noneuclidean geometry. (English) JFM 47.0518.07 London: Bell & Sons, XVI u. 274 S. (1919). PDFBibTeX XML
de Ugarte, N. Teoremas nuevos. (Spanish) JFM 46.0826.15 Rev. Acad. Madrid 17, 132-135 (1918). PDFBibTeX XMLCite \textit{N. de Ugarte}, Rev. Acad. Ci. Madrid 17, 132--135 (1918; JFM 46.0826.15)
Minnick, J. H. An investigation of certain abilities fundamental to the study of geometry. (English) JFM 46.0826.10 Univ. Pennsylvania, Lancaster, Pa.: New Era Press, VIII u. 108 S. \(4^\circ\) (1918). PDFBibTeX XML Full Text: Link
Heath, R. S. Solid geometry including mensuration of surfaces and solids. 4th edition. (English) JFM 46.0826.06 London: Rivingtons, 123 S. (1918). PDFBibTeX XML
Palmer, C. J.; Taylor, D. P. Solid geometry. Edited by G. W. Myers. (English) JFM 46.0826.05 Chicago: Scott, Foresman and Comp. VI u. 178 S. (1918). PDFBibTeX XML
Barrow, J. [Child, James Mark] Geometrical lectures. Translated with notes and proofs by J. M. Child. (English) JFM 46.0826.03 London: Open Court, XIV u. 218 S. \(8^\circ\) (1918). PDFBibTeX XML Full Text: Link
Sommerville, D. M. Y. Geometry at infinity. (English) JFM 47.0963.01 Math. Gazette 9, 153-155 (1917). PDFBibTeX XMLCite \textit{D. M. Y. Sommerville}, Math. Gaz. 9, 153--155 (1917; JFM 47.0963.01) Full Text: DOI Link
Verkaart, H. G. A. Over eenige boogvormen. (Dutch) JFM 46.0827.02 Nieuw Tijds. Wisk. 4(1916-17), 336-319 (1916,1918). PDFBibTeX XMLCite \textit{H. G. A. Verkaart}, Nieuw Tijdschr. Wiskunde 4, 336--319 (1916; JFM 46.0827.02)
Turrière, É. Extrait d’une lettre adressée a F. Gomes Teixeira. (French) JFM 46.0827.01 Ann. sc. Ac. Polyt. Porto 11, 193-195 (1916). PDFBibTeX XML
Pirondini, G. Essai d’une théorie analytique des lignes non-euclidiennes. (French) JFM 46.0826.16 Ann. gc. Ac. Polyt. Porto 11, 104-124, 141-146 (1916). PDFBibTeX XML
de Ugarte, N. Algo sobre los tres problemas principales insolubles con el sólo auxilio de la regia y el compás ordinario. (Spanish) JFM 46.0826.14 Rev. Acad. Madrid 15, 469-505, 521-536, 585-604 (1916). PDFBibTeX XMLCite \textit{N. de Ugarte}, Rev. Acad. Ci. Madrid 15, 469--505, 521--536, 585--604 (1916; JFM 46.0826.14)
Diéguez, D. F. Contribución al estudio del problema de la trisección de un ángelo. (Spanish) JFM 46.0826.13 Rev. soc. mat. esp. 5, 152-156 (1916,1918). PDFBibTeX XML
Teixeira, F. G. Sobre el problema de las intercalaciones. (Spanish) JFM 46.0826.12 Rev. soc. mat. esp. 5, 23-27 (1916,1918). PDFBibTeX XML
Shelly, J. M. Representación de figuras esféricas. (Spanish) JFM 46.0826.11 Rev. soc. mat. esp 5, 11-20 (1916). PDFBibTeX XML
Brückner, M. Über die gleicheckig-gleichflächigen, diskontinuierlichen und nicht-konvexen Polyeder. (German) JFM 46.0826.09 Halle: E. Karras (1916). PDFBibTeX XML
Schuh, F. Grepen uit de moderne Meetkunde. I. Deel. (Dutch) JFM 46.0826.07 Groningen: P. Noordhoff, 590 S. (1916). PDFBibTeX XML
Betz, W.; Webb, H. E. Solid geometry, with the editorial cooperation of P. F. Smith. (English) JFM 46.0826.04 Boston: Ginn (1916). PDFBibTeX XML Full Text: Link
Euclide Il primo libro degli elementi; testo greco, versione italiana, introduzione e note, a cura di G. Vacca, con prefazione di F. Testa. (Italian) JFM 46.0826.02 (1916). MSC: 01A75 PDFBibTeX XML
Kagan, V. F. Einleitung in die Lehre von den Grundlagen der Geometrie. (Russian) JFM 48.1410.05 Odessa, Věstn. opytn. fiz. (2) 6, 34-39, 49-58, 73-88, 121-125, 205-221 (1916). PDFBibTeX XML
Iovlev, N. N. Projektive Begründung der Geometrie. (Russian) JFM 48.1410.04 Kazanĭ, 93 S. mit 1 Taf. (1916). PDFBibTeX XML
Iovlev, N. N. Elementares Lehrbuch der Geometrie von Lobačevskij. I. Teil. Synthetische Entwicklung der Geometrie und Trigonometrie von Lobačevskij. (Russian) JFM 48.1410.03 Kazanĭ, 156 u. 2 S. (1916). PDFBibTeX XML
Bogomolov, S. A. Das Axiom der Stetigkeit als Grundlage zur Bestimmung von Umfang und Flächeninhalt des Kreises, sowie von Flächeninhalt und Volumen der Rotationskörper. (Russian) JFM 48.1410.02 Petrograd. Pädagogisches Museum der Militärschulen. Lief. I, 23 S. (1916). PDFBibTeX XML
Linehan, P. H. Contributions to equilong geometry. (English) JFM 46.0826.08 Columbia, Lancaster, Pa.: P. H. Linehan, VI u. 38 S. \(4^\circ\) (1915). PDFBibTeX XML
Lukjančenko, S. Der Raum von Lobačevskij-Bolyai. I, II. (Russian) JFM 48.1410.06 I. Teil: Charĭkov, Izv. technol. Inst. 10, 1-87 (1914). II. Teil: Charĭkov, Izv. technol. Inst. 11, 88-162 (1915) (1914,1915). PDFBibTeX XML Full Text: Link
Bogomolov, S. A. Verschiedene Wege zur Begründung der Geometrie. (Russian) JFM 48.1410.01 St. Petersburg, Ann. Inst. électrot. 10, 65-105 (1914). PDFBibTeX XML