Σύμβολα, σημεῖα, ὁμοιώματα: ripensando l’incipit del De interpretatione
DOI:
https://doi.org/10.4454/blityri.v10i1.285Keywords:
sylmbos, semeia, homoiomata, onomata, logosAbstract
This paper deals with the first lines of Aristotle’s De interpretatione. Starting from Lo Piparo’s (2003) authoritative reading, I try to show that symbolon does not mean either ‘symbol’ or ‘sign’ in the sense commonly ascribed to these words. On etimological grounds (see symballo), I suggest that symbolon means something as ‘mark’, ‘countresign’, i.e., a double-faced unity. In any case, symbolon establishes a symmetric relation between its relata: if A is symbolon of B, B is symbolon of A. On the contrary, semeion (i.e. ‘sign’, for example a tombstone on a grave) establishes an asymmetric relation between its relata: if A is semeion of B, B cannot be semeion of A. Lo Piparo thinks that Aristotle’s use of the word homoioma looks like Euclides’s (and Wittgentein’s) use of ‘likeness’. But ‘likeness’ in our languages establishes a symmetric relation between its relata (if A is like B, B is like A) while Greek homoioma does not acts so (if A is homoioma of B, B cannot be homoioma of A). Therefore, I see a strict analogy between Aristotle’s use of homoioma in De interpretatione and Plato’s use of cognate words in Republic VI, 510 a 9-10. What about pragma? With De Rijk (2002 I, 106), and differently from most of scholars, I think that «pragma must stand not for actual thing, but for the content of an expression». So we would have a four-terms ratio in De interpretatione, as well as in Plato’s Republic VI. So: 1. written types (graphomena, grammata) behave to voices as pictures to their pattern; 2. the whole phonetic level of a language behave to the semantic level as a picture to its pattern; 3. on the phonetic level of a language, the pathemata tes psyches stand for words, names (onomata); 4. on the semantic level, pragmata (i.e. ‘facts’, ‘states of affairs’) stand for logoi (‘proposition’). Hence, pragmata are contents of (complete) expressions, i.e. propositions (logoi).
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