Descartes (summary)
- The demise of scholastic
learning and the corresponding world-view with the emergence of a new,
non-clerical intelligentsia in late-medieval Europe gradually discredited
the authority of scholastic Aristotelianism, so Descartes, an outstanding
representative of this new class of intellectuals, started out looking for
different, self-sufficient grounds for certainty.
- In this quest for certainty,
Descartes’ methodical doubt, culminating in the Demon-argument, led to the
need for finding an Archimedean point that withstands even this form of
extreme, metaphysical skepticism.
- Descartes found this in the
certainty of cogito. Using the
"clear and distinct" perception of the actual certainty of the cogito, Descartes then could set
out to prove the existence of a benevolent, non-deceptive God, whose
goodness guarantees even the habitual certainty in whatever is equally
"clearly and distinctly" perceived, that is, in truths of
reason.
- Using an extended form of the
Aristotelian principle of causality (whatever is or comes to be in the
effect already has to be in some form of actuality in the cause), and a
comparison of the objective reality of ideas, i.e., that reality-content
of our ideas which they possess in relation to their objects in direct
proportionality to the formal or actual reality these objects would have,
if they existed (which of course Descartes cannot assume in his argument),
he proves that there is a God, whose divine guarantee secures the formal
truth of all a priori judgments (truths of reason), and consequently the
material truth of all his clearly and distinctly perceived ideas, i.e.,
the innate, purely intellectual ideas of math, logic, and metaphysics.
- Descartes’ argument can be spelled
out in more detail as follows. It is certain “by the light of nature” that
the formal reality of the cause has to be at least as great as the formal
or objective reality of its effect. [Rf(C(E)) ≥
Rf,o(E)] But the idea of God has infinite
objective reality. [Ro(I(G)) = ∞] Therefore, the cause of the idea
of God has to have infinite formal reality. [Rf(C(I(G)))
= ∞] But having infinite formal reality means being infinitely
perfect, so the cause of the idea of God can only be an infinitely perfect
being, that is, God himself. Therefore, God, who alone can be the cause of
his idea in my mind, really has to exist. But then, the omnipotent
deceiver of the Demon-argument cannot exist, since the only really
existing omnipotent being is God, who, because of his infinite goodness
cannot be a deceiver. Therefore, now I can rely on all those truths whose
certainty was undermined by the Demon-doubt alone, namely, a priori truths
of reason.
- At this point, there are two
main objections to Descartes’ process which we have to consider.
- The "Cartesian
Circle" is an objection against Descartes' using principles of reason
in the process of recovering certainty, immediately after finding the
"Archimedean point" for his system in the certainty of the
cogito, i.e., the judgment that I think/exist. The objection can be stated
in the following way. Any demonstration can be effective only if its
premises are more certain than its conclusion. But as a result of the
demon argument, Descartes cannot hold anything for certain, except the
cogito. So after the demon argument no demonstration (of his) can be
effective which uses premises other than the cogito. But Descartes’
demonstration of God’s existence uses other premises, such as the
principle of causality (an effect cannot contain more [whether objective
or formal] reality than the [formal] reality of its cause). So, since
those premises cannot be more certain than the conclusion (as they cannot
be certain at all), the demonstration cannot be effective. What
constitutes the circularity here is that Descartes uses the proof of God’s
existence to regain the certainty of principles of reason other than the
cogito. But to do so he has to rely precisely on this kind of certainty in
the proof itself, which therefore cannot be effective. In short, it seems
that he wants to establish precisely the kind of certainty by his proof
which he would already need for his proof to work.
- Descartes’ reply involves
distinguishing between two types of certainty we can have concerning
truths of reason: (1) what I called "actual" certainty; the
certainty we have when we actually consider the judgment in question, and
clearly and distinctly perceive that it has to be true; (2) what I called
"habitual" certainty; the certainty we have when we do not
actually consider the judgment in question, but remember having considered
it, and having once clearly and distinctly seen that it had to be true.
Descartes claims that the demon argument can undermine only this latter,
"habitual" certainty. Therefore, since in the proof for God’s
existence we are actually considering the truth of reason stated as a
premise, we do have -- the demon argument notwithstanding -- the actual
certainty needed to render the proof effective. So the objection cannot
show that the proof is ineffective.
- Another objection, for which
I think Descartes does not, indeed, cannot have an answer, is the
"historical objection" I raised against Descartes’ method in
general. Descartes’ reply to the circularity objection points toward a
further, general weakness of the Cartesian method. For even in his reply
Descartes simply assumes without further ado that the actual certainty of
principles of reason is something that is provided by "the natural
light", basically, the intuitive clarity of what he takes to be our
innate ideas. But the very principle he uses there (the principle of
causality in the form he states it), if it is clear at all, is obviously
clear at best by the light of scholastic Aristotelian considerations,
which Descartes is constantly using, whereas his whole enterprise was
proclaimed to be based on the initial rejection (or at least suspension)
of all such considerations. In fact, Descartes’ enterprise taken to the
extreme, could be carried out consistently only by a Mowgli (the jungle
boy raised by wolves), a purely biological human being, completely
uninfluenced by previous social experiences and the consequent
"prejudices" of the rest of mankind with a history. But it's
quite certain that Mowgli would have better things to do than set out on
such a Cartesian project.
- In any case, assuming that
Descartes did manage to prove the existence of a non-deceptive God, the
divine guarantee of the material truth of all clearly and distinctly
perceived ideas secures the material truth also of those sensible ideas
whose objects can be perceived by means of the clearly and distinctly
perceived intellectual ideas. This means that the sensible ideas of the
mathematically and metaphysically clearly and distinctly perceivable
features of material objects are also materially true, so at least this
part of our sense perception is not deceptive either. There are material
objects, which really have those mathematical features that they appear to
have in sense perception. Regarding the other, less clearly perceived
qualities of objects, however, we cannot have the same sort of certainty.
But we still can have an understanding what these perceived qualities are
in the things themselves, provided we are able to reduce them to the
distinctly perceived primary, mathematical qualities, as their eminent
causes. It is basically this distinction that underlies the general
Cartesian, and even post-Cartesian "scientific" picture of
reality, according to which, although we live in a world of sensible
phenomena, this phenomenal reality may be utterly delusive, yet, by using
science we may, as it were, "peek behind" this smoke-screen of
phenomena, revealing the true nature of what there really is. That this
picture is flawed in many ways was soon pointed out by several post-Cartesian
philosophers, especially the British empiricists (Locke, Berkeley, Hume),
which, however, does not prevent it from being very influential especially
among scientists even nowadays.