The first volume of Vitruvius Britannicus, or …
Years: 1715 - 1715
The first volume of Vitruvius Britannicus, or the British Architect..., Colen Cambbell’s major published work, appears in 1715 as the the first architectural work to originate in England since John Shute's Elizabethan First Groundes.
In the empirical vein, it is not a treatise but basically a catalogue of design, containing engravings of English buildings by Inigo Jones and Sir Christopher Wren, as well as Campbell himself and other prominent architects of the age.
In the introduction that he appends and in the brief descriptions, Campbell belabors the "excesses" of Baroque style and declares British independence from foreigners while he dedicates the volume to the Hanoverian George I.
The somewhat promotional volume, with its excellently rendered engravings, comes at a propitious moment at the beginning of a boom in country house and villa building among the Whig oligarchy.
Campbell is quickly taken up by Lord Burlington, who replaces James Gibbs with Campbell at Burlington House in London and sets out to place himself at the center of English neo-Palladian architecture.
Brook Taylor was born in Edmonton.
Entering St. John's College, Cambridge, as a fellow-commoner in 1701, he had in 1709 and 1714 taken degrees of LL.B. and LL.D. respectively.
Having studied mathematics under John Machin and John Keill, he had in 1708 obtained a remarkable solution of the problem of the "center of oscillation," which, however, had remained unpublished until May 1714, when his claim to priority had been disputed by Johann Bernoulli.
Taylor's Methodus Incrementorum Directa et Inversa adds a new branch to the higher mathematics, now designated the "calculus of finite differences".
Among other ingenious applications, he used it to determine the form of movement of a vibrating string, by him first successfully reduced to mechanical principles.
The same work contains the celebrated formula known as Taylor's theorem, the importance of which will remain unrecognized until 1772, when J. L. Lagrange realizes its powers and terms it "le principal fondement du calcul différentiel" ("the main foundation of differential calculus").
In his 1715 essay Linear Perspective, Taylor sets forth the true principles of the art in an original and more general form than any of his predecessors; but the work suffers from the brevity and obscurity which affects most of his writings.
Taylor had been elected a fellow of the Royal Society early in 1712, and in the same year had sat on the committee for adjudicating the claims of Sir Isaac Newton and Gottfried Leibniz, and from January 13, 1714, acts as secretary to the society.
His studies from 1715 take a philosophical and religious bent.
He corresponds in this year with the Comte de Montmort on the subject of Nicolas Malebranche's tenets.
