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

DETERMINANTS IN GENERAL (BOURGET, 1877) 6 67 BOURGET, J. (1877): DOLP, H. (1877): TEIXEIRA, F. G. (1877): ZELEWSKI, A. (1877). [Principes l616mentaires sur les determinants,... Journ. de Math. E14m., i. pp. 5-11, 33-37, 193-194.] [DIE DETERMINANTEN,... 2te Auflage, bearbeitet von WY. Soldan. iv+94 pp. Darmstadt.] [Nogoes elementares sobre a theoria dos determinantes. Jorn. de Sci. Math. e Astron., i. pp. 138-141.] [THEORY OF DETERMINANTS, with Applications. (In Polish.) x+ 191 pp. Krakow.] In regard to the first three of these no remark is necessary save that the second edition of Dblp's booklet is an improvement on the first, the changes including (pp. 18-19) a variant of Becker's proof of 1871 regarding the interchange of rows and columns. The fourth I have not seen. STUDNICKA, F. J. (1877). [Beitrag zur Determinanten-Theorie. Sitzungsb.... Ges. d. Wiss. (Prag), pp. 120-125.] The main object of the paper is to advocate the use of (A11An~n-A1flAf1) + a22. a, an 11 -as a means of evaluating Ial1a22... an,. The application of it, to obtain a result in continuants and another in skew determinants had already been made (Brioschi, 1856: Trudi, 1862). DOSTOR, G. (1877). [ELE~MENTS DE LA THE'ORIE DEs DE~TERMINANTS, avec application 'a 1'alg~bre, la trigonom~trie et Ia geometrie analytique dans le plan et dans l'espace, 'a l'usage des classes de mathelmatiques speciales. xxxi+352 pp. Paris.] Up till the appearance of Dostor's work no text-book in French had been available for students save the translations of Brioschi

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Title
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 67
Publication
London,: Macmillan and Co., Limited,
1906-
Subject terms
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 18, 2025.
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