[Muir, mathematical papers]

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[Muir, mathematical papers]

[s.n.], [19--]

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収録内容

  • The theory of axisymmetric determinants in the historical order of its development up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1906-1907, vol. 27. pt. 2, no. 16, p. 135-166, 1907) / by Thomas Muir
  • The theory of compound determinants in the historical order of its development up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1907-1908, vol. 28, pt. 3, no. 10, p. 197-209, 1908) / Thomas Muir
  • The theory of skew determinants and Pfaffians in the historical order of development up to 1865 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1907-1908, vol. 28, pt. 4, no. 17, p. 303-310, 1908) / by Thomas Muir
  • The theory of Hessians in the historical order of development up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1907-1908, vol. 28, pt. 5, no. 28, p. 413-432, 1908) / by Thomas Muir
  • The theory of general determinants in the historical order of development up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1907-1908, vol. 28, pt. 9, no. 41, p. 676-702, 1908) / by Thomas Muir
  • The theory of Jacobians in the historical order of development up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1908-1909, vol. 29, pt. 6, no. 32, p. 499-516, 1909) / by Thomas Muir
  • The superadjugate determinant and skew determinants having a univarial diagonal (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1908-1909, vol. 29, pt. 7, no. 40, p. 668-686, 1909) / by Thomas Muir
  • The theory of persymmetric determinants in the historical order of development up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1909-1910, vol. 30, pt. 5, no. 25, p. 407-431, 1910) / by Thomas Muir
  • The theory of recurrent determinants in the historical order of development up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1910-11, vol. 31, pt. 3, no. 17, p. 304-310, 1911) / by Thomas Muir
  • The less common special forms of determinants up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1910-1911, vol. 31, pt. 3, no. 18, p. 311-332, 1911) / by Thomas Muir
  • Boole's unisignant (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1910-1911, vol. 31, pt. 4, no. 29, p. 448-455, 1911) / by Thomas Muir
  • The theory of circulants from 1861 to 1880 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1910-1911, vol. 32, pt. 2, no. 12, p. 136-149, 1912) / by Thomas Muir
  • Sylvester's axisymmetric unisignant ([Reprint from] Transactions of the Royal Society of South Africa, vol. 2, pt. 3, p. 187-202, 1912) / by Thomas Muir
  • The resultant of a set of homogeneous lineo-linear equations ([Reprint from] Transactions of the Royal Society of South Africa, vol. 2, pt. 4, p. 373-380, 1912) / by Thomas Muir
  • A new unisignant (Extracted from The messenger of mathematics, New series, no. 480, p. 177-192, 1911) / by Thomas Muir
  • Cayley's linear relation between minors of the special three-row array (Extracted from The messenger of mathematics, New series, no. 482, p. 23-28, 1911) / by Thomas Muir
  • The theory of general determinants in the historical order of development up to 1852 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1904-1905, vol. 25, pt. 10, p. 908-947, 1905) / by Thomas Muir
  • The theory of alternants in the historical order of development up to 1860 (Reprint from the Proceedings of the Royal Society of Edinburgh, Session 1905-1906, vol. 26, pt. 4, p. 357-389, 1906) / by Thomas Muir
  • A fifth list of writings on determinants (Extracted from the Quarterly journal of pure and applied mathematics, no. 168, p. 343-378, 1911) / by Thomas Muir

詳細情報

  • NII書誌ID(NCID)
    BB2883226X
  • 出版国コード
    xx
  • タイトル言語コード
    eng
  • 本文言語コード
    eng
  • 出版地
    [S.l.]
  • ページ数/冊数
    1 v.
  • 大きさ
    27 cm
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