Classical literature; Knowledge, Theory of -- Early works to 1800
Whether space exists in the mind or out of it, is a question which has
no meaning. We should rather say that without it the mind is incapable
of conceiving the body, and therefore of conceiving itself. The mind may
be indeed imagined to contain the body, in the same way that Aristotle
(partly following Plato) supposes God to be the outer heaven or circle
of the universe. But how can the individual mind carry about the
universe of space packed up within, or how can separate minds have
either a universe of their own or a common universe? In such conceptions
there seems to be a confusion of the individual and the universal. To
say that we can only have a true idea of ourselves when we deny the
reality of that by which we have any idea of ourselves is an absurdity.
The earth which is our habitation and 'the starry heaven above' and
we ourselves are equally an illusion, if space is only a quality or
condition of our minds.
Again, we may compare the truths of space with other truths derived from
experience, which seem to have a necessity to us in proportion to the
frequency of their recurrence or the truth of the consequences which may
be inferred from them. We are thus led to remark that the necessity
in our ideas of space on which much stress has been laid, differs in a
slight degree only from the necessity which appears to belong to other
of our ideas, e.g. weight, motion, and the like. And there is another
way in which this necessity may be explained. We have been taught it,
and the truth which we were taught or which we inherited has never been
contradicted in all our experience and is therefore confirmed by it. Who
can resist an idea which is presented to him in a general form in every
moment of his life and of which he finds no instance to the contrary?
The greater part of what is sometimes regarded as the a priori intuition
of space is really the conception of the various geometrical figures of
which the properties have been revealed by mathematical analysis. And
the certainty of these properties is immeasurably increased to us by our
finding that they hold good not only in every instance, but in all the
consequences which are supposed to flow from them.
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