Charmides
   Part
 1 PreS | spurious, the remainder of the series cannot be admitted to be
 2 PreS |        in Greek antiquity of a series of Epistles, continuous
 3 PreS |       College, Cambridge, in a series of articles which he has
 4 PreS |        hoped by the study of a series of hypothetical or provisional
 5 Intro|      together and first in the series of Platonic dialogues, are: (


Cratylus
   Part
 6 Intro|   place of the dialogue in the series cannot be determined with
 7 Intro|      in the first half, of the series.~Cratylus, the Heracleitean
 8 Intro|       an hypothesis which by a series of imaginary transitions


Euthydemus
   Part
 9 Intro|        Euthydemus early in the series are: (1) the similarity
10 Intro|      any other position in the series.~
11 Text |       and he put him through a series of questions the same as


The First Alcibiades
   Part
12 Intro|        opposed. Socrates, by a series of questions, compels him


Laws
   Book
13 5    |      most regular and unbroken series of divisions. The whole
14 9    |      their proper place in the series of our enactments. The poorest


Meno
   Part
15 Intro|       place of the Meno in the series is doubtfully indicated
16 Intro|      the Timaeus, which in the series of Plato’s works immediately


Parmenides
   Part
17 Intro|      the world, if placed in a series, would have as many contacts
18 Intro|     there not also an opposite series of consequences which is
19 Intro|      one is.’~II. In the first series of propositions the word ‘
20 Intro|     existence. As in the first series, the negative consequence
21 Intro|     follows.~III. The negative series of propositions contains


Phaedo
   Part
22 Intro|   place of the Dialogue in the series is doubtful. The doctrine
23 Text |        and four, and the other series of alternate numbers, has


The Sophist
   Part
24 Intro|      below upwards. Thus, by a series of divisions, we have arrived
25 Intro|      one time uppermost in the series and are now hidden in the
26 Intro|   thought, we may descend by a series of negations to the first
27 Intro|     well make an infinitesimal series of fractions or a perpetually
28 Intro|      introduced naturally by a series of thinkers: the language


The Statesman
   Part
29 Text |     and then we may resume our series of divisions, and proceed


The Symposium
   Part
30 Intro|      to the other by a regular series of steps or stages, proceeding
31 Intro|  desire to bring together in a series the memorials of the life


Theaetetus
   Part
32 Intro|        a whole, the terms of a series, objects lying near, words


Timaeus
   Part
33 Intro|       over 27;~in which double series of numbers are two kinds
34 Intro|    soul is divided answer to a series of numbers 1, 2, 3, 4, 9,
35 Intro|  respectively of 2 and 3. This series, of which the intervals
36 Intro|     Jupiter 9, Saturn 27. This series of numbers is the compound