Philosophical Works, v. 1 (of 4): Including All the Essays, and Exhibiting the More Important Alterations and Corrections in the Successive Editions Published by the Author
David Hume · en
Thirdly, we may observe, as another relation betwixt these two
kinds of distance, that they have nearly the same effects on every
natural phenomenon. For as all qualities, such as heat, cold, light,
attraction, &c. diminish in proportion to the distance; there is but
little difference observed, whether this distance be marked out by
compounded and sensible objects, or be known only by the manner in
which the distant objects affect the senses.
Here then are three relations betwixt that distance, which conveys
the idea of extension, and that other, which is not filled with any
coloured or solid object. The distant objects affect the senses in the
same manner, whether separated by the one distance or the other; the
second species of distance is found capable of receiving the first; and
they both equally diminish the force of every quality.
These relations betwixt the two kinds of distance, will afford us an
easy reason why the one has so often been taken for the other, and
why we imagine we have an idea of extension without the idea of any
object either of the sight or feeling. For we may establish it as a
general maxim in this science of human nature, that wherever there is
a close relation betwixt two ideas, the mind is very apt to mistake
them, and in all its discourses and reasonings to use the one for the
other. This phenomenon occurs on so many occasions, and is of such
consequence, that I cannot forbear stopping a moment to examine its
causes. I shall only premise, that we must distinguish exactly betwixt
the phenomenon itself, and the causes which I shall assign for it; and
must not imagine, from any uncertainty in the latter, that the former
is also uncertain. The phenomenon may be real, though my explication be
chimerical. The falsehood of the one is no consequence of that of the
other; though at the same time we may observe, that 'tis very natural
for us to draw such a consequence; which is an evident instance of that
very principle, which I endeavour to explain.