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THREE:Among the most interesting of Plutarch��s religious writings is one entitled On the Delays in the Divine Vengeance. As might be expected from the name, it deals with a problem closely akin to that which ages before had been made the subject of such sublime imagery and such inconclusive reasoning by the author of the Book of Job. What troubled the Hebrew poet was the apparently undeserved suffering of the just. What the Greek moralist feels himself called on to explain is the apparent prosperity and impunity of the wicked. He will not for a moment admit that crime remains unavengeful; his object is to show why the retribution does not follow directly on the deed. And, in order to account for this, he adduces a number of very ingenious reasons. By acting deliberately rather than in blind anger, the gods wish to read us a useful lesson in patience and forbearance. Sometimes their object is to give the sinner an opportunity for repentance and amendment; or else they may be holding him in reserve for the performance of some beneficial work. At other times, their justice is delayed only that it may be manifested by some signal and striking form of retribution. In many cases, the final stroke has been preceded by long years of secret torment; and even where no suffering seems to be inflicted, the pangs of remorse may furnish a sufficient expiation. Or again, vengeance may be reserved for a future generation. Some persons hold that to267 visit the sins of the fathers on the children is unjust, but in this they are profoundly mistaken. Members of the same family and citizens of the same state are connected as parts of one organic whole; sharing in the benefits which accrue from the good deeds of their predecessors, it is right that they should also share in the responsibility for their crimes. Moreover, the posterity of the wicked inherit a sinful disposition which, as the gods can clearly foresee, would betray itself in overt acts were they not cut off in their youth. And it is equally an error to suppose that the original wrongdoers remain unaffected by the retribution which befalls their descendants. On the contrary, they witness it from the next world, where it adds poignancy to their remorse, and entails on them fresh penalties over and above those which they have already been doomed to suffer.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.