I write this fully expecting that no one will make it all the way
through the post. This is a long post and somewhat technical, and it’s on a
controversial topic: Evolution (not, that’s not why I mentioned monkeys in the
title). Let me at least say this: what follows is not a stereotypical argument
about Evolution. I am not arguing against Evolution, or in favor of Intelligent
Design—in fact, I’m not even comparing the two. The reason I bring up Evolution
is because I think it provides a great example of a certain tendency in our
culture, the way we compare religious knowledge to scientific knowledge. The
following discussion focuses on Evolution and probability, so I have taken on
the added liability of discussing math in an already-questionable post. As I
said, I don’t expect anyone to read this all the way though. I hope someone
will, but ultimately I wrote this just to get the idea out of my head so I
could focus on homework. If that’s all I’ve accomplished, it was worth it. Now,
let’s talk about monkeys.
Monkeys
Anti-evolutionists like to argue against Evolution by pointing out the
sheer, mind-boggling improbability that life would evolve by mere chance. This
is a logical fallacy. Probabilities cannot be used to argue things that have
already happened, because they already happened. Probability only refers to
unknown events: they tell us the chances that something unknown could happen.
The fact that something did happen makes probabilities irrelevant. After all,
it was highly improbable that the 2008 New York Giants would go all the way to
the Super Bowl and defeat a previously-undefeated team. It was even more
unlikely that the same team would do the exact same thing three years later against
the exact same opponent. But no matter how improbable those events were, it
doesn’t change the fact that they happened. In the same way, we know that life
exists on Earth. Therefore, no matter how improbable it is that life would
evolve by mere chance, the fact that it is here is indisputable; therefore the
fact that it was unlikely to happen does not change the fact that it
(presumably) did. Of course, we do not know with absolute certainty how life
got here; if creationists had a theory that was a more-probable explanation,
then they would have an argument. But there is no probability involved in
intelligent design. There are no statistical analyses of how likely God was to
create life. Therefore, you can’t use probability to argue between the two.
The fact that creationists misuse probability against evolution,
however, does not mean that Evolutionists have used probability properly. The
counter-argument Evolutionists make is usually this: that, given enough time,
life was bound to happen somewhere. This argument is also made about the
existence of extra-terrestrial life: with all of the planets in the universe,
life is bound to appear somewhere else among them. The analogy used for this
argument is the “Monkey-Typist Argument,” as I like to call it. The analogy is
this: if we put a group of monkeys in a room and gave each of them a typewriter
and an eternity to bang on the keys, eventually they would bang out the
complete works of Shakespeare. Essentially, the argument is that, over the
course of eternity, the monkeys would hit every possible sequence of letters,
one of which is the complete works of Shakespeare. The argument makes sense to
us, but that’s because we have a hard time truly understanding the nature of
randomness. In actuality, this argument is complete crap.
It’s quite easy to imagine a possible scenario in which the analogy
falls apart. Imagine, for instance, that one monkey likes to hit each key twice—aa,
bb, ff, jj, etc. This monkey, if he continues to do this throughout eternity,
will never type a single word of Shakespeare. Another monkey might like to hit
a number every third key. He will never type any Shakespeare either. Perhaps
another monkey loves the space key, and hits it every tenth key. Another monkey
types only on the left side of the keyboard, and another likes to type only punctuation
marks. This group of monkeys will never, ever produce the works of Shakespeare,
even over the full stretch of eternity. And yet, this scenario is possible
under the analogy above. The only way we could guarantee that the monkeys would
produce the works of Shakespeare at some point would be to count the number of
characters in his works (let’s call it X) and say that the monkeys can never
repeat the same string of X characters as they type. Eventually they would go
through every possible combination of X characters, one of which is the works
of Shakespeare. But that wouldn’t be random, because we made a rule.
iPods
Here’s another analogy that might make things clearer. The CD player in
my car has a “random” setting. My iPod, on the other hand, has a “shuffle”
setting. We might think that Apple is just be proprietary, or being “unique” by
being predictably different, but there is an actual different between the
settings. When I hit shuffle on my iPod, the iPod mixes up the songs. However,
it still numbers the songs (1 of 10, 2 of 10, etc.). This is because the
shuffle setting is not truly random. My CD player is random (or as close as a
machine can be), which means that every once in a while it will play the same
song twice in a row. The iPod will (almost) never do this because it plays each
song only once until it has player through every song (it could repeat a song,
but only if it chose the same song as the last song of one list and the first
song of the next list). Therefore the iPod is not random, because it chooses
the songs according to rules.
Apple uses this setting because we don’t actually want true randomness.
See, we tend to think that random means the absence of a pattern. If my CD
player played the whole CD in order, or plays one song over and over, I wouldn’t
consider that to be random. However, if the song selection is truly random, then
those sequences are within the realm of possibility. In fact, the CD player is
just as likely to choose the same song ten times as it is to choose any other
sequence of ten songs. This is why the Monkey-Typist argument doesn’t work:
because, even if we give an infinite number of monkeys an eternity to type, we
are precisely as likely to get an
infinite string of just the letter A as we are any sequence of letters that
includes the works of Shakespeare.
Playing Cards
Okay, one final analogy, and then I promise I’ll get to my point.
Imagine a complete deck of cards (no jokers). Let’s say I begin choosing cards
at random, and after choosing each card I set it aside. What are the chances I
will choose the Ace of Spades on the first try? If you said 1 in 52, you’re
right. How about the second try? 1 in 51. And then 1 in 50, 1 in 49, etc. etc.
If I manage to pull 51 cards, then I am guaranteed that the last card is the
Ace of Spades—I have a 1 in 1 chance. Therefore, I am guaranteed to pull the
Ace of Spades in 52 tries or less.
Now imagine that I do the same thing, only instead of setting the card
aside I put the card back in the deck. The chances on my first pull are still 1
in 52. But if I put the card back in, then what are the chances I will pull the
card on the second try? Well, it’s still a 1-in-52 chance. The third time, it’s
still 1 in 52. No matter how many times I pull a card from the deck, my chances
never, ever get any better than 1 in
52. Experience tells us to expect that I will eventually pull the Ace of Spades
from the deck, but speaking probabilistically, this is by no means assured. It
is entirely possible that I will never choose the Ace of Spades—in fact, it is likely
that I never will, because in a truly random system no possibility is ever
ruled out. I could end up pulling only hearts, or only face cards, or even one
single card over and over again, without ever coming across the Ace of Spades.
Math
Alright, so what the heck am I getting at? Well, as I said before,
arguments from probability do not work against Evolution as a past event.
However, they do still apply to Evolution as a continuing, future event. Here’s
the question I’m getting at, which I’ve never heard anyone ask: even if we did
get here as a result of Evolution, why do we assume that life will continue to
evolve? It seems like an obvious assumption—after all, if Evolution created the
life we see on the planet, they why wouldn’t it continue to work? But again,
this is because we fail to understand the true significance of randomness.
Evolution is based on the following logic:
1.
Mutations occur randomly.
2.
Living things compete over limited resources,
and the more-capable species survive while the less-capable species die out
(Natural Selection)
3.
The process of natural selection preserves
beneficial mutations.
4.
New species develop by the accumulation of
beneficial mutations.
Now, this logic is essentially sound. However, even if we accept this
logic, it doesn’t mean that Evolution happens. After all, what none of the
mutations are ever beneficial? If they are truly random, then there is no
reason to assume that any of the mutations are beneficial, let alone enough of
them to create a new species. See, this is where Evolution goes beyond a
scientific theory and becomes a historical
theory: Evolution claims not only that nature follows the logic above, but also
that beneficial mutations have occurred in history, and often enough (and in
the right order) to create the variety of species that exist on the planet.
Let’s return to the playing cards analogy for a moment, and adapt it to
Evolution. Imagine there is a card for every possible genetic mutation. I don’t
know how many mutations would be possible (I imagine it depends on the number
of genes in the code, or it might well be infinite), but let’s make a conservative
estimate and say there are 1 billion (1,000,000,000) possible mutations. Now,
let’s say you want to evolve an eyeball—a notoriously complex organ. In order
to develop an eye ball, you would need to get there one mutation at a time, and
each mutation would have to make the organism more competitive than before. We
will greatly simplify the process: let’s say that we have identified 10
mutations, out of the total 1 billion, which, if they occur in the right order,
will create an eyeball. Ok, so your chances of pulling the first mutation, A,
is 1 in 1 billion. The chances of you pulling mutation B pull is also 1 in 1
billion. However, your chances of pulling A on the first pull and B on the
second pull is 1 in 1018, or 1 in 1,000,000,000,000,000,000. Your chances
of pulling all 10 mutations (a hugely, absurdly conservative number) in the
right order? 1 in 1090. That’s 1 in 1,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,
000,000,000,000,000,000,000,000,000,000,000,000,000,000. Hugely improbable, right? In fact, that number is so big that it goes far beyond our ability to even comprehend how big it is. And that’s just the chances of evolving one single organ, in a universe where there are only 1 billion mutations and it only takes 10 mutations to make an eyeball. We do not live in so simple a universe.
000,000,000,000,000,000,000,000,000,000,000,000,000,000. Hugely improbable, right? In fact, that number is so big that it goes far beyond our ability to even comprehend how big it is. And that’s just the chances of evolving one single organ, in a universe where there are only 1 billion mutations and it only takes 10 mutations to make an eyeball. We do not live in so simple a universe.
Now, as we have said, this argument means nothing as far as whether
Evolution happened in the past. Maybe the universe is even luckier than Eli
Manning (the Giants quarterback, for you non-football fans). However, if
mutation is truly random (and it must be, if we don’t believe in a higher
intelligence), then the fact that Evolution has happened in the past does not
prove that it will happen in the future. In that original, 52 card game, we
said that the odds never get any better no matter how many times we lose. However,
the same logic holds for a lucky streak: even if we manage to pull the Ace of
Spades 100 times in a row, the odds never get better than 1 in 52 that we will
pull it again. The smart money, then, is to always bet against the Ace of
Spades. Apply that same logic to Evolution. If the odds of developing a new
organ in 10 steps is 1 in 1090, then no matter how lucky the
universe gets, the smart money will always be against Evolution occurring. The
smart money is that we will never, ever see a beneficial mutation come around
in the right organism, at the right time, to allow the creature to evolve. The
chances are much more likely that nothing will ever evolve again, throughout
eternity.
The Point
Ok, I lied before. That wasn’t my main point. I didn’t write this to
dispute about the probability of Evolution. My real main point is this: secular
science does not have the monopoly on reason and logic, and they certainly are
not devoid of faith. Every position requires faith, strict materialism more
than most. We often feel the urge to argue with science, as if God needs
defending. The truth is, God created everything. How he did it, we do not know
(and the Genesis account is not so clear as we might think. Did you know, for
instance, that St. Augustine once proposed a theory of evolution, which he got
from the Bible? He ultimately rejected it because it contradicted the science
of his times). But we know he did it. And nothing science may tell us about
creation will ever prove otherwise. I say this, not out of stubborn faith, but
because science does not have the capacity to speak about God. It can only tell
us the how, never the why. Maybe science is right in saying that Evolution is
how life came about, but science is ultimately helpless to explain why it
happened. And the why is ultimately the most important question.
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