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" Cambridge, a Treatise on the Geometrical Representation of the Square Roots of Negative Quantities, by the Rev. "
London Journal of Arts, Sciences and Manufacturers, and Repertory of Patent ... - Side 232
redigeret af - 1828
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The London Journal of Arts and Sciences, Bind 14

1828 - 458 sider
...artist), full of spirit! and'excellence. The above plates with a. map of the route from Lagol, Mnggiore, to Altorf, complete the embellishments of this number,...that those' quantities in Algebra, usually termed Imaginary Quantities or Impossible Roots, have' a real existence in Geometry ; and that the impossible...
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A Treatise on the Geometrical Representation of the Square Roots of Negative ...

John Warren - 1828 - 302 sider
...finely executed Cult, is nearly ready for publication. I'nnted by C, Baldwin, New IMd^e-street, ,': TREATISE ON THE GEOMETRICAL REPRESENTATION OF THE...JOHN WARREN, AM FELLOW AND TUTOR OF JESUS COLLEGE, CAMBRIDGE. CAMBRIDGE: Printed liy J. Smith, Printer to the University; SOLD BY T. STEVENSON, AND J....
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The Foreign Review

1828
...the GEOMETRICAL REPRESENTATION Ire Quantities. By the Rev. JO H ege, Cambridge. | :( v». hds. 5s. of the Square Roots of Negative Quantities. By the Rev. JOHN WARREN, AM Fellow and Tutor of Jesus Colji IN THE PRESS, Dedicated, by Permission, ta the Lord Bishop of London, in 1 vol. 8vo. ECCLESIASTICAL...
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The London Literary Gazette and Journal of Belles Lettres, Arts, Sciences, Etc

1829 - 860 sider
...ThePresident in the chair—A paper was read, entitled, "Considerations oftheobjec lions raised against the geometrical representation of the square roots of negative quantities,'* by the Rev. J. Warren, MA of Jesus 'Col. lege, Cambridge; communicated by Doctor Young. Charles Tennyson, Esq....
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The Edinburgh Journal of Science, Bind 10

1829 - 426 sider
...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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Calendar

University of Cambridge - 1830 - 554 sider
...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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Calendar

University of Cambridge - 1831 - 552 sider
...(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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Abstracts of the Papers Printed in the Philosophical Transactions of ..., Bind 2

Royal Society (Great Britain) - 1833 - 486 sider
...Invariable Pendulum. By Captain Edward Sabine, Sec. RS 368 Consideration of the Objections raised against the geometrical Representation of the Square Roots of Negative Quantities. By the Rev. John Warren, MA 371 Anatomical Description of the Foot of a Chinese Female. By Bransby Blake Cooper, Esq. : 373...
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Abstracts of the Papers Printed in the Philosophical Transactions of ..., Bind 2

Royal Society (Great Britain) - 1833 - 502 sider
...Invariable Pendulum. By Captain Edward Sabine, Sec. KS S68 Consideration of the Objections raised against the geometrical Representation of the Square Roots of Negative Quantities. By the Rev. John Warren, MA 371 Anatomical Description of the Foot of a Chinese Female. By Bransby Blake Cooper, Esq .173 Some...
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Report of the Annual Meeting, Oplag 3

British Association for the Advancement of Science - 1834 - 562 sider
...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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