 Francis Hutcheson in the eighteenth century gives what may well be the clearest expression of the view: “What we call Beautiful in Objects, to speak in the Mathematical Style, seems to be in a compound Ratio of Uniformity and Variety; so that where the Uniformity of Bodys is equal, the Beauty is as the Variety; and where the Variety is equal, the Beauty is as the Uniformity” (Hutcheson 1725, 29). Indeed, proponents of the view often speak “in the Mathematical Style.” Hutcheson goes on to adduce mathematical formulae, and specifically the propositions of Euclid, as the most beautiful objects (in another echo of Aristotle), though he also rapturously praises nature, with its massive complexity underlain by universal physical laws as revealed, for example, by Newton. There is beauty, he says, “In the Knowledge of some great Principles, or universal Forces, from which innumerable Effects do flow. Such is Gravitation, in Sir Isaac Newton’s Scheme” (Hutcheson 1725, 38).