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Raamatud Books 1 - 10 of 53 on A Treatise on the Geometrical Representation of the Square Roots of Negative Quantities..
" A Treatise on the Geometrical Representation of the Square Roots of Negative Quantities. "
Proceedings of the American Association for the Advancement of Science - Page 49
by American Association for the Advancement of Science - 1898
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The London Journal of Arts and Sciences, 14. köide

1828
...the highest style of excellence. Announced as preparing from the Press of the University, Cambridge, a Treatise on the Geometrical Representation of the Square Roots' of Negative Quantities, by the Rev. John Warren, AM' Fellow and Tutor of Jesus College. The purport of the work is to shew...
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Newton's London Journal of Arts and Sciences: Being Record of the ..., 14. köide

William Newton, Charles Frederick Partington - 1828
...the highest style of excellence. Announced as preparing from the Press of the University, Cambridge, a Treatise on the Geometrical Representation of the Square Roots of Negative Quantities, by the Rev. John Warren, AM Fellow and Tutor of Jesus College. The purport of the work is to shew that...
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The Edinburgh Journal of Science, 10. köide

1829
...the Algebraic Quantities commonly called Impossible Roots or Imaginary Quantities, contained in his " Treatise on the Geometrical representation of the Square Roots of Negative Quantities," with those independently arrived at by M. Mourey, in his work entitled " La vraie Thenrie des Quantises...
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Register

University of Cambridge - 1830
...47. £. id SWINBURNE's and TYLECOTE's True Development of the Binomial Theorem, 8vo 036 48. WARREN's Treatise on the Geometrical Representation of the Square Roots of Negative Quantities, 8vo. 050 49. WHEWELL's Elementary Treatise on Mechanics, 8vo. 3d edit. 0 15 0 50. An APPENDIX to the...
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Register

University of Cambridge - 1831
...(id. SWINBURNE'S and XYLECOTE'S TRUE DEVELOPEMENT of the BINOMIAL THEOREM. 8vo. 3s. 6d. I. WARREN'S TREATISE on the Geometrical Representation of the Square Roots of Negative Quantities. 8vo. 5s. LI. WHEWELL'S (Profe8sor) Elementary TREATISE on MECHANICS. 8vo. Third Edition, plates. 15s....
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Report of the ... Meeting of the British Association for the ..., 3. number

British Association for the Advancement of Science - 1834
...interpretations : it is for the same reason, likewise, that our interpretations will not be necessary, though • A Treatise on the Geometrical Representation of the Square Roots of Negative Quantities, by the Rev. John Warren, MA, Fellow and Tutor of Jesus College Cambridge. 1 828. governed by necessary...
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Report

British Association for the Advancement of Science - 1834
...further notice appears to have been taken of these researches before the year 1828, when Mr. Warren's treatise on the geometrical representation of the square roots of negative quantities* was published. In this work Mr. Warren proposes to give a geometrical representation to every species...
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The Quarterly Journal of Education, 9. köide

1835
...late tutor of Jesus College. The last-named gentleman published in 1828, under the humble title of 'A Treatise on the Geometrical Representation of the Square Roots of Negative Quantities,' a complete view of the extended algebra explained by us in page 94 of the last Number. This work was...
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Catalogue of the Scientific Books in the Library of the Royal Society

Royal Society (Great Britain). Library - 1839 - 776 lehte
...4° Cantabrigiœ, 1762. . Proprietates algebraicarum curvarum. 4° Cantabrigiœ, 1772. WARREN (JOHN). A treatise on the geometrical representation of the square roots of negative quantities. 8° Cambridge, 1828. WATKINS (THOMAS). See Anonymous. Table (a) of redemption, &c. fol. 1717. WEBSTER...
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The Cambridge and Dublin Mathematical Journal, 1. köide

1846
...occur opportunities for acknowledging part of what he owes to other works, particularly to Mr. Warren's Treatise on the Geometrical Representation of the Square Roots of Negative Quantities. Observatory of Trinity College, Dublin, Oct. 16, 1845. Uniliter al and Biliteral Symbols. 1. In the...
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