Meno
   Part
 1 Intro|      famous discovery of primitive mathematics, in honour of which the
 2 Intro|          among the abstractions of mathematics or metaphysics; we pass
 3 Intro|            and a form like that of mathematics was easily impressed upon
 4 Intro|       ideas, that many elements of mathematics may be found in him. A certain
 5 Intro|             A certain influence of mathematics both on the form and substance


Parmenides
   Part
 6 Intro|     transferred from the sphere of mathematics, may be doubted. That Plato


Phaedo
   Part
 7 Intro|            the latent knowledge of mathematics, which may be elicited from
 8 Intro|      reference to another science (mathematics?) of generation and destruction


Philebus
   Part
 9 Intro|           between pure and applied mathematics, and may be expressed in
10 Intro|          man cannot live upon pure mathematics alone. And must I include
11 Intro|            between metaphysics and mathematics. But there are many things


The Sophist
   Part
12 Intro|          metaphysics any more than mathematics. If all sciences demand
13 Intro|            lie at the threshold of mathematics and of morals will be insoluble
14 Intro|       cannot be understood without mathematics, so neither can the many-sidedness
15 Intro|         truth of infinitesimals in mathematics. Many difficulties arise


Theaetetus
   Part
16 Intro|           make the transition from mathematics to metaphysics. He can form
17 Intro|    philosophy, and was absorbed in mathematics. His extreme dislike to
18 Intro|        science may be small, as in mathematics or ethics, compared with
19 Intro|          imaginary. By the help of mathematics we form another idea of
20 Intro|            all our applications of mathematics are applications of our
21 Intro|           has not the necessity of Mathematics: it does not, like Metaphysic,
22 Intro|           one another, and that in Mathematics they often interpenetrate.
23 Intro|          Chemistry, Physiology, or Mathematics are wholes: that is to say,


Timaeus
   Part
24 Intro| appearances, either the highway of mathematics, or more devious paths suggested
25 Intro|            that besides dialectic, mathematics, and the arts, there is
26 Intro|     somewhere between medicine and mathematics, and he would have felt
27 Intro|            the truth of nature was mathematics; the other properties of
28 Intro|            than the application of mathematics alike to the heavenly bodies,
29 Intro|         asserting the supremacy of mathematics than Aristotle or his disciples
30 Intro|        which a little knowledge of mathematics would enable men to correct.~
31 Intro|   supremacy which they assigned to mathematics in all the realms of nature;