| | Sir, define faith. Faith is the belief in things not see [or perceived], but hoped for. That's the Biblical definition and I stand by it as the most accurate.
Take the car argument again.
X hears the brakes squeeling, a sure sign that the break pads are down to bare steel or an oil/brake fluid leak that would weaken the brakes response for anyone atleast accustomed to driving theirs to such condition, and alerts Y to the problem. Y says it's nothing to worry about because he thinks X is irrational for arbitrary reasons. Y's brakes give out and he does wind up in a wreck.
I think that's the easiest way to some it up. Now, Y never ever isolated the source of the noise not coming from the brake pads. X was right to point out the issue because it's a verified fact that such issues can be a problem. That means, X was not in the wrong and was inductively right, and Y was wrong because he never isolated the claim aka falsified it beyond the obvious facts which were apparent. That means, when an inductive statement is proven by apparent fact and that the opposing viewpoint/side never isolates that fact apart from the causal chain(s) asserted by the proposing viewpoint/side, then it follows that the initial statement is true by the facts given. If the opposing side isolates the given fact apart from the proposed causal chain, then it is wrong. That is how inductive reasoning operates, Nick, and you seem to be hiding from it. There is no faith in inductive reasoning, it's all explanations of REAL PHENOMENA NOT THINGS UNSEEN OR HOPED FOR. Thusly, your claim is false categorically that inductive reasoning entails faith.
Inductive reasoning does entail some assumptions, but that is not the same as faith, because assumptions are often made to eliminate alternatives. It's exactly what is done with genetic algorithms in computer science, it exhausts all the assumed, or possible, variables until either it hits upon the right one giving the programmer the solution or it does not. If you hit upon a sufficient number of correct variables via assumptions, then you know more than you did not. That is why Hume's Inductive Fallacy is in fact a fallacy as well, it assumes that any degree of uncertainty is equivocal to total uncertainty. And that does not work in the real world, where people make inductive statements via assumptions everyday. From Joe the mechanic trying to figure out what's wrong with your car to Ted the Physicist trying to explain why a certain particle mass keeps showing up in the data collection on an linear accelerator. Both must take steps to decrease uncertainty by making assumptions, especially ones that they both can equally dispose of when proven to be invalid/unsound.
What I can't understand is why you think otherwise. You think feelings come into the equation when they don't. I would love to see a more in-depth post by you that isn't half-baked garbage. You even got a friend of mine, who's an MS in math and wanting to study philosophy all wondering where you get these ideas, and why you can't set down your definitions in stone! And he hasn't written you off, he's far more open to ideas than me. So, please, make a case that isn't on such weak grounds before you totally lose all credibility with me. :-P
-- Bridget (Edited by Bridget Armozel on 7/15, 8:59pm)
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