Fundamental Philosophy, Vol. 1 (of 2)Balmes, Jaime Luciano
Philosophy
Fundamental Philosophy, Vol. 1 (of 2)
Balmes, Jaime Luciano
Philosophy, Spanish
41. We have few ideas as clear as that of extension geometrically
considered; every attempt to explain it is useless; we know it more
perfectly by mere intuition than whole volumes could make it known to
us. It is so clear an idea, that on it is founded a whole science,
the most extensive and evident which we possess, that of geometry.
Therefore there is reason to believe that we know the true essence of
extension, since we know its _necessary_ properties, and even base
a whole science on this knowledge. Yet we do not discover in this
idea, either impenetrability or any of the properties of bodies; but
rather on the contrary, we find a capacity indifferent to them all. We
conceive extension penetrable as easily as impenetrable, empty or full,
white or green, with properties by which it can be placed in relation
with our organs, as easily as without them. We can conceive extension
in a body acting on another body, or in pure space; in the sun which
enlightens and warms the world, or in the vague dimensions of an empty
immensity.
CHAPTER VII.
SPACE.--NOTHING.
42. It may have been remarked in the preceding chapters that the
idea of extension is always united with that of space, and when we
endeavor to determine the _real_ nature of the former, we encounter the
questions which relate to the latter. It is not possible to explain
one, while the other remains in obscurity. It is for this reason that
I have concluded to examine carefully the questions concerning space
under its ideal as well as under its real aspect; since only in this
manner is it possible to determine clearly the nature of extension.
43. Space is one of those profound mysteries which the natural order
presents to man's weak understanding. The deeper he examines it the
more obscure he finds it; the mind is buried in the darkness which
we imagine to exist beyond the bounds of the finite, in the abyss of
immensity. We know not if what we behold is an illusion or a reality.
For a moment we seem to have found the truth, and then we discover that
we have stretched our arms to embrace a shadow. We form arguments
which in any other matter would be conclusive, but are not so here,
because they are in direct contradiction to others equally conclusive.
We seem to have reached the limit which the Creator has put to our
investigations; and in endeavoring to pass beyond it, our strength
fails, for we find ourselves out of the element which is natural to our
life.
When certain philosophers pass rapidly over the questions relating to
space, and flatter themselves with explaining them in a few words,
we can assure them that either they have not meditated much upon
the difficulty which these questions involve, or else they have not
understood them. It was not so that Descartes, Malebranche, Newton, or
Leibnitz proceeded.
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