Gauss and Non-Euclidean Geometry

Author:

Gray Jeremy

Publisher

Kluwer Academic Publishers

Reference26 articles.

1. Bolyai, F. 1832, 1833 Tentamen juventutem studiosam in Elementa Matheosis purae, etc. Marosvásárhely

2. Bolyai, J. 1832, Appendix scientiam spatii absolute veram exhibens, in Bolyai, F. [1832], tr. J. Houël, La Science Absolue de l’Espace, Mémoires de la Société des Sciences physiques et naturelles de Bordeaux 5, 1867, 189–248, tr. G. Battaglini, Sulla scienza della spazio assolutamente vera, Giornale di matematiche 6 1868, 97–115, tr. G.B. Halsted, Science Absolute of Space, Appendix in Bonola [1912], János Bolyai Appendix: The theory of space, with introduction, comments, and addenda. Edited by Prof. Ferenc Kárteszi, Doctor of the Mathematical Sciences. Supplement by Prof. Barna Szénássy. Akadémia Kiadó, Budapest, 1987, and North-Holland, Amsterdam, North-Holland Mathematics Studies. Number 138

3. Bonola, R. 1906, La geometria non-Euclidea, Zanichelli, Bologna

4. Bonola, R. 1912, History of non-Euclidean geometry, tr, H.S. Carslaw, preface by F. Enriques, Open Court, Chicago, Dover reprint, New York, 1955

5. Breitenberger, E. 1984 Gauss’s Geodesy and the Axiom of Parallels, Archive for History of Exact Sciences 29 273–289

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