ONE:"And now perhaps you wouldn't mind telling me what it's all about," Balmayne growled as the motor sped along. "What was the fuss about?"Being, then, is finite in extent, and, as a consequence of its absolute homogeneity, spherical in form. There is good reason for believing that the earths true figure was first discovered in the fifth century B.C., but whether it was suggested by the priori theories of Parmenides, or was19 generalised by him into a law of the whole universe, or whether there was more than an accidental connexion between the two hypotheses, we cannot tell. Aristotle, at any rate, was probably as much indebted to the Eleatic system as to contemporary astronomy for his theory of a finite spherical universe. It will easily be observed that the distinction between space and matter, so obvious to us, and even to Greek thinkers of a later date, had not yet dawned upon Parmenides. As applied to the former conception, most of his affirmations are perfectly correct, but his belief in the finiteness of Being can only be justified on the supposition that Being is identified with matter. For it must be clearly understood (and Zeller has the great merit of having proved this fact by incontrovertible arguments)17 that the Eleatic Being was not a transcendental conception, nor an abstract unity, as Aristotle erroneously supposed, nor a Kantian noumenon, nor a spiritual essence of any kind, but a phenomenal reality of the most concrete description. We can only not call Parmenides a materialist, because materialism implies a negation of spiritualism, which in his time had not yet come into existence. He tells us plainly that a mans thoughts result from the conformation of his body, and are determined by the preponderating element in its composition. Not much, however, can be made of this rudimentary essay in psychology, connected as it seems to be with an appendix to the teaching of our philosopher, in which he accepts the popular dualism, although still convinced of its falsity, and uses it, under protest, as an explanation of that very genesis which he had rejected as impossible.
FORE:
FORE:CHAPTER IIIWhether Plato ever succeeded in making the idea of Good quite clear to others, or even to himself, is more than we can tell. In the Republic he declines giving further explanations on the ground that his pupils have not passed through the necessary mathematical initiation. Whether quantitative reasoning was to furnish the form or the matter of transcendent dialectic is left undetermined. We are told that on one occasion a large audience assembled to hear Plato lecture on229 the Good, but that, much to their disappointment, the discourse was entirely filled with geometrical and astronomical investigations. Bearing in mind, however, that mathematical science deals chiefly with equations, and that astronomy, according to Plato, had for its object to prove the absolute uniformity of the celestial motions, we may perhaps conclude that the idea of Good meant no more than the abstract notion of identity or indistinguishable likeness. The more complex idea of law as a uniformity of relations, whether coexistent or successive, had not then dawned, but it has since been similarly employed to bring physics into harmony with ethics and logic.
FORE:It had come at last. Bruce braced himself for the ordeal. Just for the moment there was a terrible temptation to hold his tongue. The story of his visit to the corner house was known to those only who would not dare to speak. Once he told the truth he realized that he was putting a noose around his neck.
