Themistius: On Aristotle Physics 1-3 by Themistius, Robert B. Todd
By Themistius, Robert B. Todd
Themistius' therapy of Books 1-3 of Aristotle's Physics presents primary gains of Aristotle's thought of rules, causation, swap and infinity. The culture of synthesising and epitomising exegesis is the following raised to a brand new point by way of the cutting edge approach to paraphrase pioneered by means of Themistius. Taking selective, yet telling, account of the sooner Peripatetic and Presocratic culture, Themistius creates a framework that could nonetheless be profitably utilized in the examine of Aristotle. This e-book should be of curiosity to all scholars of historic and medieval philosophy, heritage and philosophy of science.
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Extra resources for Themistius: On Aristotle Physics 1-3
Sample text
While (iii) everything234 must come from them (that above all is unique to the principles). (i)-(iii), then, all apply to the primary opposites and by ‘primary opposites’ I mean the most generic ones. Since they are also primary they do not come from other things and since they are also opposites they do not come from one another. 18,14235 And do not be confused: we are saying that black comes to be from white,236 since this is how the opposites (which237 one could in a stricter sense say come not from one another but after one another) come to be from one another.
209 Yet Anaxagoras is right to say that existing things will never be segregated by luck,210 since incidental properties are inseparable from substance. 214 17,12 (188a13-18) In fact in this too Anaxagoras incorrectly thinks215 that flesh is composed of micro-units of flesh, and gold of micro-units of gold because of his belief that every thing made up of like parts is also divided into smaller ones made up of like parts, and that if on ceasing to be something is dissolved, it is from those [minima] that it comes to be when it is made into a compound.
36 Why so? Because, as I said, they eliminate the natural principles, indeed nature itself, by not positing change; no science can construct its own principles, not geometry lines and points, nor arithmetic units, but instead with these principles assumed scientists draw the conclusion implied. 37 On that of some natural principles? But then he will be postulating what he is looking for. On that of some different ones instead? But then he will not be giving a demonstration as a natural scientist.