Paradoxical philosophy : a sequel to the Unseen universe.

  • Balfour Stewart
Date:
1878
Catalogue details

Licence: Public Domain Mark

Credit: Paradoxical philosophy : a sequel to the Unseen universe. Source: Wellcome Collection.

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    Frost .—Works by Percival Frost, M.A., late Fellow of St. John’s College, Mathematical Lecturer of King’s Coll. Cambridge:— THE FIRST THREE SECTIONS OF NEWTON’S PRIN- CIPIA. With Notes and Illustrations. Also a Collection of Problems, principally intended as Examples of Newton’s Methods. Third Edition. 8vo. cloth. 12s. AN ELEMENTARY TREATISE ON CURVE TRACING. 8vo. 12S. SOLID GEOMETRY. Being a New Edition, revised and enlarged, of the Treatise by Frost and Wolstenholme. Vol. I. 8vo. i6j. Godfray.—Works by Hugh Godfray, M.A., Mathematical Lecturer at Pembroke College, Cambridge :— A TREATISE ON ASTRONOMY, for the Use of Colleges and Schools. 8vo. cloth. 12s. 6d. “ It is a working book,” says the Guardian, ‘ ‘ taking Astronomy in its proper place in the Mathe?natical Sciences. . . . It is a book which is not likely to be got up unintelligently.” AN ELEMENTARY TREATISE ON THE LUNAR THEORY, with a Brief Sketch of the Problem up to the time of Newton. Second Edition, revised. Crown 8vo. cloth. 5^. 6d. “As an elementary treatise and introduction to the subject, we think it may justly claim to supersede all former ones. ”—London, Edin- burgh, and Dublin Phil. Magazine. Green (George).—mathematical PAPERS OF THE LATE GEORGE GREEN, Fellow of Gonville and Caius College, Cambridge. Edited by N. M. Ferrers, M.A., Fellow and Tutor of Gonville and Caius College. 8vo. 15*. “It has been for some time recognized that Green's writings are amongst the most valuable mathematical productions we possess.— Athenaeum. Hemming.—AN ELEMENTARY TREATISE ON THE DIFFERENTIAL AND INTEGRAL CALCULUS. For the Use of Colleges and Schools. By G. W. Hemming, M.A., Fellow of St. John’s College, Cambridge. Second Edition, with Corrections and Additions. 8vo. cloth. gs. Jackson.—GEOMETRICAL CONIC SECTIONS. An Ele- mentary Treatise in which the Conic Sections are defined as the Plane Sections of a Cone, and treated by the Method of Projections. By J. Stuart Jackson, M. A., late Fellow of Gonville and Caius College. Crown 8vo. 4s. 6d. A 2
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