Taylor, Brook, 1685-1731
Taylor, Brook
Brook Taylor
Brook Taylor English mathematician
Taylor, Brook, 1685-1731, mathématicien
טיילור, ברוק, 1685-1731
VIAF ID: 73921270 (Personal)
Permalink: http://viaf.org/viaf/73921270
Preferred Forms
- 100 0 _ ‡a Brook Taylor
- 100 0 _ ‡a Brook Taylor ‡c English mathematician
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- 100 1 _ ‡a Taylor, Brook
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- 100 1 _ ‡a Taylor, Brook ‡d 1685-1731
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- 100 1 0 ‡a Taylor, Brook, ‡d 1685-1731
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- 100 1 _ ‡a Taylor, Brook, ‡d 1685-1731, ‡c mathématicien
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4xx's: Alternate Name Forms (50)
Works
Title | Sources |
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A compleat treatise on perspective, in theory and practice; : on the true principles of Dr. Brook Taylor. Made clear, in theory, by various moveable schemes, and diagrams; and reduced to practice ... Containing diagrams, views, and original designs, in architecture, &c. ... All originals; | |
Contemplatio philosophica : a posthumous work, of the late Brook Taylor, L.L.D. F.R.S. Some Time Secretary Of The Royal Society. To which is prefixed a life of the author, by his grandson, Sir William Young, Bart. F.R.S. A. S. S. With an appendix, Containing Sundry original Papers, Letters from the Count Raymond de Montmort, Lord Bolingbroke, Marcilly de Villette, Bernouilli, etc. | |
Linear perspective : or, a new method of representing justly all manner of objects as they appear to the eye in all situations. A Work necessary for Painters, Architects, etc. to Judge of, and Regulate Designs by. By Brook Taylor, Lld. and R. S. S. | |
Méthode des accroissements directe et inversée | |
Methodus incrementorum directa & inversa. | |
New principles of linear perspective | |
Nouveaux principes de perspective linéaire, : traduction de deux ouvrages, l'un Anglois, du docteur Brook Taylor. L'autre Lain, de m. Patrice Murdoch. Avec un essai sur le mêlange des couleurs, par Newton. | |
Perspective of architecture, in two parts, a work entirely new, deduced from the principes of Dr. Brook Taylor... begun... by Joshua Kirby,... | |
The practice of perspective, on the principles of Dr. Brook Taylor : in a series of examples, from the most simple, and easy, to the most complicated, and difficult cases. In the course of which, his method is compared with those of some, of the most celebrated writers, before him, on the subject. Written many years since, but now published, by Joseph Highmore. |