convictions of our reason, and one in which all scientific investigation
has its ultimate roots, that what is “contingent” is only apparently so,
and in reality is in some way or other based on necessity. Therefore
reason seeks causes for everything.
The search for causes involves showing that a thing was necessary. And
this must obviously apply to the world as a whole. If it were quite
obvious that the world and its existence as it is were necessary, that is,
that it would be contrary to reason to think of the world, and its
phenomena, and their obedience to law as non-existent, or as different
from what they are, all inquiry would be at an end. This would be _the_
ultimate necessity in which all the apparent contingency of isolated
phenomena and existences was firmly based. But this is far from being the
case. That anything exists, and that the world exists, is for us
absolutely the greatest “contingency” of all, and in regard to it we can
and must continually ask, “Why does anything exist at all, and why should
it not rather be non-existent?” Indeed, all our quest for sufficient
causes here reaches its climax. In more detail: that these celestial
systems and bodies, the ether, attraction and gravitation should exist,
and that everything should be governed by definite laws, all literally “as
if shot from a pistol,” there must undoubtedly be some sufficient reason,
certain as it is that we shall never discover it. It is true, as some one
has said, that we live not only in a very fortuitous world, but in an
incredibly improbable one. And this is not affected by the fact that the
world is completely governed by law. Law only confirms it. The fact that
all details may be clearly and mathematically calculated in no way
prevents them from being fundamentally contingent. For they are only so
calculable on the basis of the given fundamental characters of the world.
And that is precisely the problem: “Why do these characters exist and not
quite different ones, and why should any exist at all?”
Public-domain text, read in full here on John Shaqi.
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