.get in touch
天天干b天天插 天天插华人自拍天天插pa一本道 天天曹天天插天天摸 天天插妹子天天射天天摸天天插大香蕉 天天日天天插大香蕉
Next to its bearing on the question of immortality, the Epicurean psychology is most interesting as a contribution to the theory of cognition. Epicurus holds that all our knowledge is derived from experience, and all our experience, directly or indirectly, from the presentations of sense. So far he says no more than would be admitted by the Stoics, by Aristotle, and indeed by every Greek philosopher except Plato. There is, therefore, no necessary connexion between his views in this respect and his theory of ethics, since others had combined the same views with a very different standard of action. It is in discussing the vexed question of what constitutes the ultimate criterion of truth that he shows to most disadvantage in comparison with the more intellectual96 schools. He seems to have considered that sensation supplies not only the matter but the form of knowledge; or rather, he seems to have missed the distinction between matter and form altogether. What the senses tell us, he says, is always true, although we may draw erroneous inferences from their statements.184 But this only amounts to the identical proposition that we feel what we feel; for it cannot be pretended that the order of our sensations invariably corresponds to the actual order of things in themselves. Even confining ourselves to individual sensations, or single groups of sensations, there are some that do not always correspond to the same objective reality, and others that do not correspond to any reality at all; while, conversely, the same object produces a multitude of different sensations according to the subjective conditions under which it affects us. To escape from this difficulty, Epicurus has recourse to a singularly crude theory of perception, borrowed from Empedocles and the older atomists. What we are conscious of is, in each instance, not the object itself, but an image composed of fine atoms thrown off from the surfaces of bodies and brought into contact with the organs of sense. Our perception corresponds accurately to an external image, but the image itself is often very unlike the object whence it originally proceeded. Sometimes it suffers a considerable change in travelling through the atmosphere. For instance, when a square tower, seen at a great distance, produces the impression of roundness, this is because the sharp angles of its image have been rubbed off on the way to our eyes. Sometimes the image continues to wander about after its original has ceased to exist, and that is why the dead seem to revisit us in our dreams. And sometimes the images of different objects coalesce as they are floating about, thus producing the appearance of impossible monsters, such as centaurs and chimaeras.185"You are welcome;" he said; "it is so dull here that even the conversation of a mere detective is pleasing."Such a view was essentially unfavourable to the progress of science, assigning, as it did, a higher dignity to meagre and very questionable abstractions than to the far-reaching combinations by which alone we are enabled to unravel the inmost texture of visible phenomena. Instead of using reason to supplement sense, Aristotle turned it into a more subtle and universal kind of sense; and if this disastrous assimilation was to a certain extent imposed upon him by the traditions of Athenian thought, it harmonised admirably with the descriptive and superficial character of his own intelligence. Much was also due to the method of geometry, which in his time had already assumed the form made familiar to us by Euclids Elements. The employment of axioms side by side with definitions, might, indeed, have drawn his attention to the existence and importance of judgments which, in Kantian terminology, are not analytic but syntheticthat is, which add to the content of a notion instead of simply analysing it. But although he mentions axioms, and states that mathematical theorems are deduced from them, no suspicion of their essential difference from definitions, or of the typical significance which they were destined to assume in the theory of reasoning, seems ever to have crossed his mind; otherwise he could hardly have failed to ask how we come by our knowledge of them, and to what they correspond in Nature. On the whole,385 it seems likely that he looked on them as an analysis of our ideas, differing only from definition proper by the generality of its application; for he names the law of contradiction as the most important of all axioms, and that from which the others proceed;277 next to it he places the law of excluded middle, which is also analytical; and his only other example is, that if equals be taken from equals the remainders are equal, a judgment the synthetic character of which is by no means clear, and has occasionally been disputed.278
Lorem ipsum dolor sit amet, consectetur adipisicing elit. Inventore reiciendis vel reprehenderit expedita cupiditate repellat debitis!
