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Volume 1 - February 1883

Contents

Page 1 of 2

Other

  • The Edinburgh Mathematical Society

  • Cargill G. Knott, A. J. G. Barclay, A. Y. Fraser
  • Published online by Cambridge University Press:
    20 January 2009, pp. 1-2
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  • Present fields of mathematical research

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    20 January 2009, p. 3
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Office Bearers

  • Office-Bearers

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    20 January 2009, p. 3
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Research Article

  • The Triangle and its Six Scribed Circles

  • John Sturgeon Mackay
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    20 January 2009, pp. 4-5
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  • When the Edinburgh Mathematical Society was founded, it was deemed impracticable, from the expense that would be involved, to print the papers read at its meetings. It was, however, resolved that copies of them should be deposited with the Secretary, and that these copies should as far as possible be made accessible to the members of the Society. Want of leisure during the first session prevented me from doing my part in carrying out this intention of the Society, and committing to writing the paper which was delivered at the second meeting. During its second session, the Society resolved to print its proceedings in whole or in abstract; and a beginning was made with the second volume, the first being left over for future consideration, as the cost of printing absorbed nearly the entire income of the Society.

Other

  • Notation

  • Published online by Cambridge University Press:
    20 January 2009, pp. 6-11
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  • §1. Centroid

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    20 January 2009, pp. 12-31
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  • §2. Circumcentre

  • John Sturgeon Mackay
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    20 January 2009, pp. 32-38
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  • §3. Incentre

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    20 January 2009, pp. 39-46
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  • §4. Excentres

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    20 January 2009, pp. 47-59
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  • §5. Orthocentre

  • J. S. Mackay
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    20 January 2009, pp. 60-96
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  • §6. Euler's line

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    20 January 2009, pp. 97-103
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  • §7. Relations among radii

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    20 January 2009, pp. 104-116
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  • §8. Area

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    20 January 2009, pp. 117-128
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  • An Account of Newton's “Opticks”

  • Cargill G. Knott
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    20 January 2009, p. 129
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  • The Fundamental Notions of the Differential Calculus

  • A. Y. Fraser
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    20 January 2009, p. 129
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  • New Proof of Professor Tait's Problem of Arrangement

  • Thomas Muir
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    20 January 2009, p. 129
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  • Some short notes of interest to Teachers

  • Thomas Muir
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    20 January 2009, p. 129
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  • The Nine-point Circle

  • David Munn
  • Published online by Cambridge University Press:
    20 January 2009, p. 129
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  • Some notes on Quaternions

  • Cargill G. Knott
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    20 January 2009, p. 136
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  • Some theorems on Radical Axes

  • David Munn
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    20 January 2009, p. 136
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