Over the Christmas break, I was finally able to finish Rene Descartes’ Discourse on Method. It’s a very short book and I have no excuse for taking half a semester to finish it, except that I usually tried to read it as I waited for my class to begin and was often interrupted or distracted.
It was Descartes who first sparked my interest in
philosophy as a teenager, and I was excited to finally read his most famous
work in its entirety. I read an excerpt of it several years ago but was never
able to find the complete work in any bookstores and never bothered to order
it. Early last year, my favorite used bookstore added a philosophy section and
I eagerly snatched up the only copy of Rene Descartes’ Discourse on Method
and Related Writings. True to form, it wasn’t until much later in the year
that I actually sat down to read it. I remembered the fascination that
Descartes had held for me in high school and I wondered if this book would live
up to my expectations, or if, as I was prone to do, I had overromanticized an
old memory.
But I read the first paragraph of Discourse and
knew immediately that I would not be disappointed. The first and last paragraph
of any book are the most critical and the most difficult to write, and there
are few people who are able to begin a book as elegantly as Descartes did in Discourse
on Method. Some of the credit, of course, must go to his translators, but
the simplicity of the language, the logical arrangement of his thoughts, were
consistent with the very method he discussed. Too many philosophers make their
ideas inaccessible to the reader by using unnecessarily complicated language
or, worse, by making assumptions and generalizations that cannot be followed by
any logical process of thought. The reader’s natural reaction—as the
philosophers are surely counting on—is to assume that the fault is their own,
that they are not smart enough or educated enough to understand what they are
reading. In truth, it is usually the philosopher’s fault, for failing to
express their thoughts in a coherent way or failing to formulate a coherent
thought in the first place. Descartes begins his discourse, rather, by giving
his reader greater credit, by dispelling the myth of natural genius, and by
stating that the ability to proceed logically from one point to another is
relatively equal in all human beings. What distinguishes the wise from the
foolish, or the one who makes sound decisions from the one who makes poor
decisions, is not a difference in natural intelligence, but a difference in how
they have directed, over the course of their lives, that common sense which, as
the name implies, is common to all of us. “It is not enough to have a good
mind,” he says, “it is more important to use it well.”
He discusses four simple rules for guiding one’s mind,
for analyzing problems and making sound decisions (paraphrased slightly):
2) Subdivide each problem into as many parts as possible to resolve them better.
3) Guide your thoughts in an orderly way by beginning with the objects that are the simplest and easiest to know and rise, gradually, to knowledge of the most complex.
4) In all cases, make such comprehensive enumerations and reviews that you are certain not to omit anything.
These rules are still the standard in education today, especially in the sciences. But, while he may be best known for his
contributions to modern science and mathematics, Descartes insists that the
method he purports is applicable to any activity requiring human intelligence.
Indeed, mathematics are only used as an example of the derivation of the
method, as perhaps the only universally accepted application of pure logic. And
while the stepwise, analytical approach to solving a mathematical problem is
certainly applicable to the sciences, it can and should be carried over to
other disciplines, and to any scenario requiring a sound decision or definitive
assessment. This philosophy, of course, contributed to the modern ideas of
critical thinking and metacognition. Returning to Descartes’ opening
discussion, the development of a method for making sound decisions puts forth
intelligence as something that can be learned and taught, rather than an innate
gift. If the method is followed correctly, it is impossible to make a poor
decision, and there is no reason that any mentally healthy person cannot follow
the method correctly unless they are not paying attention. It becomes a
question, then, not of natural ability but of training. This philosophy, I
believe, was vital to the development of the ideals of equality and
accessibility in education today. If we emphasize discipline rather than
talent, we are, in fact, emphasizing the soul rather than the brain. We can be
certain of the natural equality of souls, and to proceed from a point of
certainty is the most logical path.
Descartes repeatedly ridiculed the habit of highly
educated people for making uncertain assessments of complex things and concealing
their uncertainty in vague and complicated explanations. What is needed is
certainty, but certainty cannot be attained without first considering the
simplest and most fundamental principles, which the intellectuals believe are
too far beneath them to be considered. Rather than amongst the highly educated,
Descartes noted that he saw the clearest logic and good sense amongst the
people whose decisions had direct consequences on their lives and well-being.
He reasoned that if we approached every question with the same clarity and with
a view to educate rather than to impress, even the most complicated problems
could be resolved, without any of the uncertainty of intellectualism.
But people are afraid of simplicity and of the idea of
the absolute. To the engineer, for instance, it is both empowering and
terrifying to know that a single numerical error could bring a building
tumbling down on our heads. Empowering, because the error is perfectly
avoidable if the job is done well, and terrifying, because, if it is missed,
the building will fall, simply and absolutely.
The philosopher, all too often, prefers a complex
universe; it is easier to manipulate and easier to hide behind. If it were too
simple, who would be impressed? A simple universe robs them of the cloak of uncertainty,
because a simple universe has absolute consequences. In science and
mathematics, we accept that every observable effect is rooted in a fundamental
cause, and we recognize a logical order from one to another. What Descartes and
others have proposed is that this speaks to a universal order: that
comprehension of the profound must always begin with acceptance of the
fundamental, or of the self-evident. This is consistent with the experience of
the engineer, the scientist, or any person who is compelled, by necessity, to
make a sound decision. Uncertainty is the luxury of the theorist. I would like
to see Nietzsche stand beneath a tumbling building and claim that there are no
facts, only interpretations.
Because Descartes presented a universe that could be
understood intuitively and because he wrote with a view to educate rather than
to impress, I found myself able to relate to his text more than to any other
philosophy I have read. I felt that he was in the room, speaking directly to
me, and that if he were a young man today he would be the kind of person my
friends and I would play soccer with or sit next to in class. As I remarked to
my brother: “Descartes really was just some guy.” It is that kind of
intelligence that I admire most: an alert and active mind that values practical
truth and good sense above obscure, theoretical subtleties. I have seen it only
rarely, and almost never in higher education. Once or twice, however, I have
been fortunate enough to find it in a teacher.
Descartes’ method was validated when he applied it to
the study of the natural universe in The World, as his ideas about the
nature of fire, light, liquids, solids, and so forth were remarkably close to
reality, given the limited information available at the time. Hundreds of years
later, his teachings are still valuable across disciplines as well as in our
everyday lives. I think that is why I will always prefer philosophers who are
also scientists or mathematicians, because they do not waste time baffling us
with the abstract. I am not interested in an interpretation of the universe
that is not useful, that does not teach me, in some way, how to live a better
life.
"I would like to see Nietzsche stand beneath a tumbling building and claim that there are no facts, only interpretations"... that makes two of us!
ReplyDeleteYours is a wonderful commentary on the Discourse. I think of that work as a sort of return to the basics after the apparent exhaustion of scholastic philosophy. Your point about its didactic value is interesting since he chose to publish in French instead of Latin, favoring accessibility over prestige. I'd be curious to read your thoughts about the philosophy-mathematics overlap.
I’m glad you enjoyed the post! Yes, his use of the vernacular for that very reason is something he highlights frequently. I’ve wanted to study the philosophy-mathematics overlap for a long time, but I’m beginning to suspect the relationship may be no more mysterious than the application of method to abstract objects. The discussion may be better suited to a broader work regarding material existence as a manifestation of spiritual, which is one of my ongoing projects.
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