The theory of determinants in the historical order of development, by Sir Thomas Muir.

6o HISTORY OF THE THEORY OF DETERMINANTS WRIGHT, W. J. (1875): KEMPER, D. (1876): STUDNICKA, F. J. (1876): MULLER, H. (1876). [Tracts relating to Modern Higher Mathematics. Tract No. 1, DETERMINANTS. viii+72 pp. London.] [Determinants. The Analyst, iii. pp. 17-24.] [Pocatkove nauky o determinantech. Casopis pro pestovdni math. afys., vi. pp. 49-58, 97-105, 201-211.] [KURZE UND SCHULGEMNSSE BEHANDLUNG DER DETERMINANTEN. 19 pp. Metz.] Everywhere except on the title-page Wright's tract is styled 'Elementary.' It is of course more commonplace in its character than its immediate predecessor in English, Dodgson's (1867). If Todhunter's sketch in his ' Theory of Equations ' had been published separately, it would have been much preferable to Wright's; the latter, however, is somewhat more extended in range. The others are very elementary. GUNTHER, S. (1876): HOZA, F. (1876). [Das allgemeine Zerlegungsproblem der Determinanten. Archiv d. Math. u. Phys., lix. pp. 130-146.] V [Prespevek k theorii podlizenych determinantui. Casopis pro pestovdcni math. a phys., vi. pp. 21-34; or, in German, Archiv d. Math. u. Phys., lix. pp. 387-400.] Both these papers concern Laplace's expansion-theorem, their claim to attention being based on fullness of exposition and illustration. Taken together they occupy thirty pages of one and the same volume of the Archiv. In the former, which is the more ambitious, the question of the sign-factor is made a rather serious matter. * * In this connection 1 take the opportunity of noting an unseen school-program published at Danzig in 1868: NEUMANN, Ueber Vorzeichensbestimmung in,Flrmeln der Determinantentheorie.

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The theory of determinants in the historical order of development, by Sir Thomas Muir.
Author
Muir, Thomas, Sir, 1844-1934.
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Page 60
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London,: Macmillan and Co., Limited,
1906-
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Determinants

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"The theory of determinants in the historical order of development, by Sir Thomas Muir." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/acm9350.0003.001. University of Michigan Library Digital Collections. Accessed June 19, 2025.
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