TWO:In 1720 Colin Maclaurin, the successor of James Gregory in the mathematical chair at Edinburgh, published his "Geometrical Organica," a treatise on curves; in 1742 his admirable treatise on Fluxions; and in 1748 his treatise on Algebra. Dr. Robert Simson, professor of mathematics at Glasgow, published a restoration of the "Loci" of Apollonius, and an English translation of Euclid, which continued down to a late period in use, both in Scotland and England. In 1717 James Stirling published a Latin treatise on lines of the third order, and another on Fluxions, called "Methodus Differentialis," in 1730. William Emerson, a mathematician and mechanist, wrote on fluxions, trigonometry, mechanics, navigation, algebra, optics, astronomy, geography, dialling, etc., but a considerable portion was only in part published during this period. Thomas Simpson, a weaver, of Market Bosworth, at the age of seven-and-twenty suddenly discovered himself as an extraordinary mathematician, and went on till his death, in 1761, publishing works on fluxions, the nature and laws of chance, on mixed mathematics, on the doctrine of annuities and reversions, on algebra, elementary geometry, trigonometry, etc. James Ferguson, also, the son of a day-labourer, in Banffshire, studied mathematics whilst tending sheep, and published a number of works on the phenomena of the harvest moon, astronomy, mechanics, hydrostatics,[154] pneumatics, and optics. Ferguson had a remarkably lucid and demonstrative style, both in writing and lecturing, and his example excited a keen spirit of inquiry amongst the working classes, so that he is said to have diffused the knowledge of physical science amongst the class from which he sprang more than any other man.The ghost hadnt found anything. We hadnt! he argued. Maybe theyve decided there is somethingand if it isnt there when they make a good search, they think they know where else to lookand its either in the wateror over the wateror
Paul Morrison - BlackTie.co
TWO:The Greek love of balanced antithesis and circumscribing form triumphed over the infinite in both fields. While the two great masters of idealism imprisoned the formless and turbulent terrestrial elements within a uniform and eternal sphere of crystal, they imposed a similar restraint on the desires and emotions, confining them within a barrier of reason which, when once erected, could never be broken through. And although the ground won in physics was lost again for a time through a revival of old theories, this was because true Hellenism found its only congenial sphere in399 ethics, and there the philosophy of the finite continued to reign supreme. If the successors of Aristotle fell back on cosmologies of ampler scope than his, they retained his limiting method in their speculations on man.
Mike Wellington - BlackTie.co
