Abstract

The author attempts here to sketch the beginnings of an adequate interpretation of Plato's treatment of the tall and the equal in the "Phaedo". The paper consists of seven sections (roman numerals). In I-II, he (a) argues that any attempt to solve the puzzle stated at "Phaedo" 102 bc within the parameters there set down would "eo ipso" be an attempted theory of relational statements; (b) formulates that puzzle; and (c) shows that Frege solved it by denying its presuppositions. In IV the author proposes an interpretation of Plato's solution: that the "than y" in "x is taller than y" modifies the "is." In V-VI he shows how this theory fits in with and sheds light on other aspects of the theory of forms: the connection to Non-Contradiction, The doctrines of degrees of reality and of immanent characters. Finally in VII he shows that the puzzle of relational statements as formulated in the "Phaedo" need not extend to "equal." the paper also includes (iii) a discussion of H-N Castañeda's interpretation of Plato's theory.