Topic: Lectures On Doubt
One of the tactics of believers is to invoke, typically unwittingly, the problem of induction in the favor of their favorite deity. The problem of induction, to those skeptics out there new to the game, is the problem of making general inferences from finite samples. It doesn't follow that if one only observes white ducks throughout their life, then there exist only white ducks. As opposed to deductive reasoning which provides certainty.1 If a black duck is discovered, it follows deductively and immediately that the statement "All ducks are white" is false. In a previous Skeptic's Boot Camp I gave the example of Newtonian physics. It didn't matter how many observations seemed to prove it, the problem of induction held that it could not be considered ultimately true. There has never been a satisfactory solution to the problem of induction.
Many times, when a believer is getting his time piece polished by an atheist, the believer will reach down and revealing all he has left demand, "But how can we know anything at all? Look how often science is wrong!" At that instant, the atheist can raise his hands in the air victorious. Although, further instruction should be provided for the sake of hoping to improve the world just a little bit. The obvious route to go from here is to point out that if this reasoning bolsters God, it also bolsters every heinous crime imaginable. The believer should be requested not to object if a pedophile justifies his actions on the same grounds.
Sometimes I'm surprised that even some of the more articulate religious thinkers take this line of argument. Mormon Egyptologist John Gee has made the point that since Egyptology is controversial, then the Book of Abraham just might be vindicated one day.2 Of course, it would be interesting if he'd give any other theory in his field of equal controversy more than five minutes of thoughtful consideration.
Today, James Faulconer, a Mormon BYU philosopher who I respect quite a bit to be honest, made this point on a blog:3
"If a person insists on a certain, rationalist and Enlightenment understanding of intelligibility and reasonableness, then the gospel doesn’t make sense. No religion can be reduced to a rational system with neither remainder nor absence and without contradiction. But, as Godel proved, neither can arithmetic, so that inability on the part of religion isn’t much of a strike against it."
I was pretty surprised by that statement. It's probably the most verbally sophisticated articulation of this fallacious reasoning I've ever seen. While not invoking induction here, but rather a very obscure subject in logic, the result is the same. While this isn't a strike against religion, it's also not a strike against Time Cubeism, flat earthism, masochism, or any other insane or destructive belief. I'd bet everything I own that no Enlightenment thinker would have ever expected Mormonism or any other religion to be demonstrated formally complete before it could be considered "reasonable."
If absolute metaphysical certitude isn't achievable, then who dares to criticize any religion as irrational?
1. The problem of induction lurks behind deduction too when considered epistemically.
2. References to Kuhn in
Abracadabra, Isaac, and Jacob
3.
Times and Seasons