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  1. Kant's space and modern mathematics.J. P. N. Land - 1877 - Mind 2 (5):38-46.
    The remarkable modern speculations concerning non-Euclidean sorts of space, of which Prof. Helmholtz gave some account in No. III. of MIND, are likely to be hailed as one of the chief difficulties with which the Kantian theory of space will have to deal. Digital edition compiled by Gabriele Dörflinger. Heidelberg University Library.
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  • (1 other version)The origin and meaning of geometrical axioms.H. Helmholtz - 1878 - Mind 3 (10):212-225.
    The object in this article is to discuss the philosophical bearing of recent inquiries concerning geometrical axioms and the possibility of working out analytically other systems of geometry with other axioms than Euclid's. Digital edition compiled by Gabriele Dörflinger, Heidelberg University Library.
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  • Vorwort.Roland Schwarze & Rüdiger Krause - 2008 - In Roland Schwarze & Rüdiger Krause (eds.), Festschrift Für Hansjörg Otto Zum 70. Geburtstag Am 23. Mai 2008. De Gruyter Recht.
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  • (1 other version)I.—the origin and meaning of geometrical axioms.H. Helmholtz - 1876 - Mind 1 (3):301-321.
    The object in this article is to discuss the philosophical bearing of recent inquiries concerning geometrical axioms and the possibility of working out analytically other systems of geometry with other axioms than Euclid's. Digital edition compiled by Gabriele Dörflinger, Heidelberg University Library.
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  • (2 other versions)An Essay on the Foundations of Geometry.BERTRAND A. W. RUSSELL - 1897 - Revue de Métaphysique et de Morale 6 (3):354-380.
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