Parmenides' Grand Deduction
Subtitle: A Logical Reconstruction of the Way of Truth
Publisher: Oxford University Press
Published: Dec 23, 2014
Language: eng
Format: hardcover
Number of pages: 288
ISBN-13: 9780198715474
Description: Michael V. Wedin presents a new interpretation of Parmenides' 'Way of truth': the most important philosophical treatise before the work of Plato and Aristotle. The 'Way of truth' contains the first extended philosophical argument in the western tradition-an argument which decrees that there can be no motion, change, growth, coming to be, or destruction; and indeed that there can be only one thing. These severe metaphysical theses are established by a series of deductions and these deductions in turn rest on an even more fundamental claim, namely, the claim that it is impossible that there be something that is not. This claim is itself established by a deduction that Wedin calls the Governing Deduction. Wedin offers a rigorous reconstruction of the Governing Deduction and shows how it is used in the arguments that establish Parmenides' severe metaphysical theses (what Wedin calls the Corollaries of the Governing Deduction). He also provides successful answers to most commentators who find Parmenides' arguments to be shot through with logical fallacies. Finally, Wedin turns to what is currently the fashionable reading of Parmenides, according to which he falls squarely in the tradition of the Ionian natural philosophers. He argues that the arguments for the Ionian Interpretation fail badly. Thus, we must simply determine where Parmenides' argument runs, and here there is no substitute for rigorous logical reconstruction. On this count, as our reconstructions make clear, the argument of the 'Way of truth' leads to a Parmenides who is indeed a severe arbiter of philosophical discourse and who brings to a precipitous halt the entire enterprise of natural explanation in the Ionian tradition.
Notes: Source title: Parmenides' Grand Deduction: A Logical Reconstruction of the Way of Truth