Euclide's Elements the whole fifteen books, compendiously demonstrated: with Archimedes's theorems of the sphere and cylinder, investigated by the method of indivisibles. Also, Euclide's data, and a brief treatise of regular solids. By Isaac Barrow, D.D. late Master of Trinity College in Cambridge. The whole carefull corrected, and illustrated with copper plates. To which is now added an appendix, Containing, The Nature, Construction, and Application of Logarithms. By J. Barrow, Author of Navigatio Britannica, &c

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• Euclide's Elements the whole fifteen books compendiously demonstrated. To which is added Archimedes theorems of the sphere and cylinder, investigated by the method of indivisibles. Never before in English. By Isaac Barrow D. D. Late Master of Trinity College in Cambridge
  von: Euclid
  Veröffentlicht: (1705)
• Euclid's elements of geometry, from the Latin translation of Commandine. To which is added, A treatise of the nature and arithmetick of logarithms; Likewise Another of the elements of Plain and Spherical Trigonometry; With A preface, shewing the Usefulness and Excellency of this Work: by Doctor John Keil, F. R. S. and late Professor of Astronomy in Oxford. Now done into English. The whole revis'd; where deficient, supplied; where lost or corrupted, restor'd. Also Many Faults committed by Dr. Harris, Mr. Caswel, Mr. Heynes, and other Trigonometrical Writers, are shewn, and in those Cases where They are mistaken, here are given Solutions Geometrically true. A more Ample Account of which may be seen in Mr. Cunn's Preface. By Mr. Samuel Cunn
  von: Euclid
  Veröffentlicht: (1723)
• Euclid's elements of geometry. The essential parts of his propositions are set forth with all the clearness imaginable, and his reasoning explained and placed in so advantageous a light, that the eye the least attentive may perceive it. To render these elements still more easy, the different operations and arguments essential to a good demonstration, are distinguished in several separate articles. First. The preparation and demonstration are distinguished from each other. Secondly. The proposition being set down, what is supposed in the proposition, is made known, under the title of hypothesis, and what is affirmed, under that of Thesis. Thirdly. All the operations necessary to make known truths serve as a proof to an unknown one, are ranged in separate articles. Fourthly. The foundation of each proposition, relative to the figure, which forms the minor of the argument, is made known by citations; and a marginal citation recalls the truths already demonstrated, which is the major. In one word, nothing is omitted which may fix the attention of beginners, make them perceive the chain, and teach them to follow the thread of geometrical reasoning. Edited by Joseph Fenn, heretofore Professor of Philosophy in the University of Nants
  von: Euclid
  Veröffentlicht: (1770)
• Elements of geometry containing the first six books of Euclid, with a supplement on the quadrature of the circle and the geometry of solids
  von: Euclid
  Veröffentlicht: (1806)
• Euclid, Programmieranleitung
  von: Roost, Annemarie
  Veröffentlicht: (1974)