By Frank M. Turner
Probably the most special cultural and highbrow historians of our time, Frank Turner taught a landmark Yale college lecture path on ecu highbrow historical past that drew rankings of scholars over a long time. His lectures—lucid, obtainable, superbly written, and added with a amazing loss of jargon—distilled sleek ecu background from the Enlightenment to the sunrise of the 20 th century and conveyed the turbulence of a speedily altering period in eu background via its principles and top figures.
Richard A. Lofthouse, certainly one of Turner's former scholars, has now edited the lectures right into a unmarried quantity that outlines the concepts of a very good historian at the forging of recent eu rules. in addition, it deals an excellent instance of ways highbrow heritage may be taught: rooted firmly in old and biographical proof.
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Extra info for European Intellectual History from Rousseau to Nietzsche
For one thing, it remains for Zhmud to explain the philosophical language of the passage quoted by Iamblichus. See below in chapters 1 and 2 for my alternative treatment of the evidence. 16. See Zhmud 2012: 173 with n. 16. 17. Burkert 1972: 197. 18. See Burkert 1972: 167–169, with Iambl. 11–13, and Delatte 1915: 274–307. Burkert rightly reminds us that these “orally transmitted maxims and sayings” were also called symbola. Recently, Struck (2004: 96–110) has attempted a comprehensive study on symbolic or enigmatic communication in antiquity, although his book also does not treat the third kind of acusma.
The most extensive analysis of this problem was undertaken by Timpanaro Cardini (1964: 6–19), but she concludes erroneously, I would argue, that there is no distinction between the various types of Pythagoreans named in Aristotle’s Metaphysics. 52 Given my new approach to thinking about the pragmateia of the mathematical Pythagoreans, that is, the object of their philosophical investigations and their particular treatment of that object, it is worth considering whether there might be parallels to draw with the “socalled” Pythagoreans in those texts.
85: ἁ φύσις δ’ ἐν τῷ κόσμῷ ἁρμόχθη ἐξ ἀπείρων τε καὶ περαινόντων; F 7 Huffman = Stob. Ecl. ” 73. On translating this difficult word, see also the account of Huffman 1993: 111–112. e. 75 The Pythagoreans declared how many and what sorts [πόσαι καὶ τίν ες ] of contraries there were. e. e. from the Pythagoreans].