We describe in some detail how to build an infinite computing machine within a continuous Newtonian universe. The relevance of our construction to the Church-Turing thesis and the Platonist-Intuitionist debate about the nature of mathematics is also discussed.

A dialogue between a foreign philosopher and a powerful statesman outline Plato's reflections on the family, the status of women, property rights, and criminal law.

Russia of the 1990s, in spite of its thousand-year traditions, is in some respects a new country in an unfamiliar and strange world: a country confronting a complex of hitherto unencountered macro-economic, technological, and ecological circumstances; a country compelled, in fact, to renounce its past global imperial ambitions, which in previous periods were defended in terms of the exclusive truth of the "autocratic-Orthodox" or "Marxist-Leninist" doctrine.

The lecture of V. S. Solov'ev on "The Historical Tasks of Philosophy" [Istoricheskie dela filosofii] was given by the young privat-docent on November 20, 1880 at St. Petersburg University; the text of the lecture was published in the periodical Russkaia mysl' soon thereafter. The lecture prepared the way for two parallel courses: a course in metaphysics at the university and a course in the history of ancient philosophy in the Advanced Women's Courses of K. N. Bestuzhev-Riumin. It is clear from (...) the text of the lecture how important a role Solov'ev's simultaneous and mutually related pursuits in metaphysics, the history of philosophy, comparative mythology, and the history of religion played in his early works. (shrink)

We discuss the extent to which the visibility of the heavens was a necessary condition for the development of science, with particular reference to the measurement of time. Our conclusion is that while astronomy had significant importance, the growth of most areas of science was more heavily influenced by the accuracy of scientific instruments, and hence by current technology.

The regular increase in the proportion of resolved feet in the iambic trimeters of Euripides' later plays was first commented upon in 1807 by J. Gottfried Hermann, who therefrom deduced the principle that the date of any play of Euripides could be directly determined from the frequency of its resolutions. This criterion he restated in several of his works in the following years, and when Elmsley objected that it was of uncertain value on account of the small number of plays (...) of certain date by which it might be verified, he replied with a strong defence of his case: he did not, however, develop his principle in detail or give figures in its support. The first scholar to publish the totals of trisyllabic feet in each play was Zirndorfer: relying largely on these, he produced a chronology of Euripides' dramatic composition in several respects superior to any predecessor's. His conclusions were questioned by C. F. W. Müller, who, while accepting Hermann's thesis as being in general correct, doubted its reliability for determining the exact period of a tragedy's composition. Consequently, although he gave the totals of trisyllabic feet en passant, Müller made no attempt to suggest dates. At almost the same time as Müller's treatise appeared, J. Rumpel published an article giving a full and detailed list of references to all trisyllabic feet in Euripides: from this evidence he divided the dramas into four age-groups, but did not go so far as to assign specific dates. (shrink)