The Republic by Plato
3. There is no difficulty in seeing that Plato’s divisions of knowledge
1889 words | Chapter 21
are based, first, on the fundamental antithesis of sensible and
intellectual which pervades the whole pre-Socratic philosophy; in which
is implied also the opposition of the permanent and transient, of the
universal and particular. But the age of philosophy in which he lived
seemed to require a further distinction;—numbers and figures were
beginning to separate from ideas. The world could no longer regard
justice as a cube, and was learning to see, though imperfectly, that
the abstractions of sense were distinct from the abstractions of mind.
Between the Eleatic being or essence and the shadows of phenomena, the
Pythagorean principle of number found a place, and was, as Aristotle
remarks, a conducting medium from one to the other. Hence Plato is led
to introduce a third term which had not hitherto entered into the
scheme of his philosophy. He had observed the use of mathematics in
education; they were the best preparation for higher studies. The
subjective relation between them further suggested an objective one;
although the passage from one to the other is really imaginary
(Metaph.). For metaphysical and moral philosophy has no connexion with
mathematics; number and figure are the abstractions of time and space,
not the expressions of purely intellectual conceptions. When divested
of metaphor, a straight line or a square has no more to do with right
and justice than a crooked line with vice. The figurative association
was mistaken for a real one; and thus the three latter divisions of the
Platonic proportion were constructed.
There is more difficulty in comprehending how he arrived at the first
term of the series, which is nowhere else mentioned, and has no
reference to any other part of his system. Nor indeed does the relation
of shadows to objects correspond to the relation of numbers to ideas.
Probably Plato has been led by the love of analogy (Timaeus) to make
four terms instead of three, although the objects perceived in both
divisions of the lower sphere are equally objects of sense. He is also
preparing the way, as his manner is, for the shadows of images at the
beginning of the seventh book, and the imitation of an imitation in the
tenth. The line may be regarded as reaching from unity to infinity, and
is divided into two unequal parts, and subdivided into two more; each
lower sphere is the multiplication of the preceding. Of the four
faculties, faith in the lower division has an intermediate position
(cp. for the use of the word faith or belief, (Greek), Timaeus),
contrasting equally with the vagueness of the perception of shadows
(Greek) and the higher certainty of understanding (Greek) and reason
(Greek).
The difference between understanding and mind or reason (Greek) is
analogous to the difference between acquiring knowledge in the parts
and the contemplation of the whole. True knowledge is a whole, and is
at rest; consistency and universality are the tests of truth. To this
self-evidencing knowledge of the whole the faculty of mind is supposed
to correspond. But there is a knowledge of the understanding which is
incomplete and in motion always, because unable to rest in the
subordinate ideas. Those ideas are called both images and
hypotheses—images because they are clothed in sense, hypotheses because
they are assumptions only, until they are brought into connexion with
the idea of good.
The general meaning of the passage, ‘Noble, then, is the bond which
links together sight...And of this kind I spoke as the intelligible...’
so far as the thought contained in it admits of being translated into
the terms of modern philosophy, may be described or explained as
follows:—There is a truth, one and self-existent, to which by the help
of a ladder let down from above, the human intelligence may ascend.
This unity is like the sun in the heavens, the light by which all
things are seen, the being by which they are created and sustained. It
is the IDEA of good. And the steps of the ladder leading up to this
highest or universal existence are the mathematical sciences, which
also contain in themselves an element of the universal. These, too, we
see in a new manner when we connect them with the idea of good. They
then cease to be hypotheses or pictures, and become essential parts of
a higher truth which is at once their first principle and their final
cause.
We cannot give any more precise meaning to this remarkable passage, but
we may trace in it several rudiments or vestiges of thought which are
common to us and to Plato: such as (1) the unity and correlation of the
sciences, or rather of science, for in Plato’s time they were not yet
parted off or distinguished; (2) the existence of a Divine Power, or
life or idea or cause or reason, not yet conceived or no longer
conceived as in the Timaeus and elsewhere under the form of a person;
(3) the recognition of the hypothetical and conditional character of
the mathematical sciences, and in a measure of every science when
isolated from the rest; (4) the conviction of a truth which is
invisible, and of a law, though hardly a law of nature, which permeates
the intellectual rather than the visible world.
The method of Socrates is hesitating and tentative, awaiting the fuller
explanation of the idea of good, and of the nature of dialectic in the
seventh book. The imperfect intelligence of Glaucon, and the reluctance
of Socrates to make a beginning, mark the difficulty of the subject.
The allusion to Theages’ bridle, and to the internal oracle, or demonic
sign, of Socrates, which here, as always in Plato, is only prohibitory;
the remark that the salvation of any remnant of good in the present
evil state of the world is due to God only; the reference to a future
state of existence, which is unknown to Glaucon in the tenth book, and
in which the discussions of Socrates and his disciples would be
resumed; the surprise in the answers; the fanciful irony of Socrates,
where he pretends that he can only describe the strange position of the
philosopher in a figure of speech; the original observation that the
Sophists, after all, are only the representatives and not the leaders
of public opinion; the picture of the philosopher standing aside in the
shower of sleet under a wall; the figure of ‘the great beast’ followed
by the expression of good-will towards the common people who would not
have rejected the philosopher if they had known him; the ‘right noble
thought’ that the highest truths demand the greatest exactness; the
hesitation of Socrates in returning once more to his well-worn theme of
the idea of good; the ludicrous earnestness of Glaucon; the comparison
of philosophy to a deserted maiden who marries beneath her—are some of
the most interesting characteristics of the sixth book.
Yet a few more words may be added, on the old theme, which was so oft
discussed in the Socratic circle, of which we, like Glaucon and
Adeimantus, would fain, if possible, have a clearer notion. Like them,
we are dissatisfied when we are told that the idea of good can only be
revealed to a student of the mathematical sciences, and we are inclined
to think that neither we nor they could have been led along that path
to any satisfactory goal. For we have learned that differences of
quantity cannot pass into differences of quality, and that the
mathematical sciences can never rise above themselves into the sphere
of our higher thoughts, although they may sometimes furnish symbols and
expressions of them, and may train the mind in habits of abstraction
and self-concentration. The illusion which was natural to an ancient
philosopher has ceased to be an illusion to us. But if the process by
which we are supposed to arrive at the idea of good be really
imaginary, may not the idea itself be also a mere abstraction? We
remark, first, that in all ages, and especially in primitive
philosophy, words such as being, essence, unity, good, have exerted an
extraordinary influence over the minds of men. The meagreness or
negativeness of their content has been in an inverse ratio to their
power. They have become the forms under which all things were
comprehended. There was a need or instinct in the human soul which they
satisfied; they were not ideas, but gods, and to this new mythology the
men of a later generation began to attach the powers and associations
of the elder deities.
The idea of good is one of those sacred words or forms of thought,
which were beginning to take the place of the old mythology. It meant
unity, in which all time and all existence were gathered up. It was the
truth of all things, and also the light in which they shone forth, and
became evident to intelligences human and divine. It was the cause of
all things, the power by which they were brought into being. It was the
universal reason divested of a human personality. It was the life as
well as the light of the world, all knowledge and all power were
comprehended in it. The way to it was through the mathematical
sciences, and these too were dependent on it. To ask whether God was
the maker of it, or made by it, would be like asking whether God could
be conceived apart from goodness, or goodness apart from God. The God
of the Timaeus is not really at variance with the idea of good; they
are aspects of the same, differing only as the personal from the
impersonal, or the masculine from the neuter, the one being the
expression or language of mythology, the other of philosophy.
This, or something like this, is the meaning of the idea of good as
conceived by Plato. Ideas of number, order, harmony, development may
also be said to enter into it. The paraphrase which has just been given
of it goes beyond the actual words of Plato. We have perhaps arrived at
the stage of philosophy which enables us to understand what he is
aiming at, better than he did himself. We are beginning to realize what
he saw darkly and at a distance. But if he could have been told that
this, or some conception of the same kind, but higher than this, was
the truth at which he was aiming, and the need which he sought to
supply, he would gladly have recognized that more was contained in his
own thoughts than he himself knew. As his words are few and his manner
reticent and tentative, so must the style of his interpreter be. We
should not approach his meaning more nearly by attempting to define it
further. In translating him into the language of modern thought, we
might insensibly lose the spirit of ancient philosophy. It is
remarkable that although Plato speaks of the idea of good as the first
principle of truth and being, it is nowhere mentioned in his writings
except in this passage. Nor did it retain any hold upon the minds of
his disciples in a later generation; it was probably unintelligible to
them. Nor does the mention of it in Aristotle appear to have any
reference to this or any other passage in his extant writings.
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