Logic should not be trusted.

There is no reason to believe logic since the justifications for logic are based on the validity of logic and are therefore circular. For instance, the validity of Occam’s Razor (being based on fact that the more assumptions one makes the more likely one is to be wrong) is dependent upon Occam’s Razor itself, since without it we would have no way of estimating the probability of Occam’s Razor being based upon some unknown flaw in our minds. And without such an anchor, our entire perception of logic collapses. Here is a summary:

  1. Occam’s Razor could be false.
  2. Our justification of Occam’s Razor is dependent upon Occam’s Razor.
  3. Therefore we have no way of measuring the validity of Occam’s Razor.
  4. Without Occam’s Razor logic collapses.
  5. Therefore logic should not be trusted.

Some have accused this argument of being circular; seeing as I am using logic to invalidate itself. To understand this more clearly, let us examine my assertion:

“No logic should be trusted.”

You’ll notice that it doesn’t say that all logic is necessarily false, only that it has a reasonable chance of it. There are two possibilities here:

  1. Not all logic is valid, but some of it is, specifically the types I am using to refute logic. This is suggested by the fact that logic disproves it’s own validity. Note I do not concede that logic should not be trusted since we would still be unaware of the extent of each type of logic’s validity (certain axioms of the same type of logic might contradict each other).

  2. Logic is totally wrong, which would invalidate my argument. But because my argument has nothing to do with all logic being objectively false, I have nothing to fear from this.

Also, I will preemptively respond to those who will use the trust argument and claim that having only ever experienced the reliability and consistency of axioms gives them good epistemic reasons for believing that they are, in fact, accurate representations of reality.

This argument is presupposed upon the validity of logic itself and is therefore circular. My point is that we had no way of measuring how likely anything is, since Occam’s Razor was our measurement of probability. Who is to say that whatever you have experienced gives you reasons for assuming it is true? It could be logical for patterns to fit your perception of reality until a certain date, say December twenty-first 2012, then collapse. It could be logical that nothing exists, even you (from your standpoint).

Who is to say that you have experienced anything at all? Since there is no means of determining probability (such as Occam’s Razor), who is to say that your memories from before the present moment have likely not been artificially created in an instant, and that you will cease to exist in the next? Even if you are what you percieve yourself to be, you have no way of knowing if a moment was real anytime that moment becomes the past. At this point I’m just rambling on about the possibilities.

Anyway, what do you think? Is this a good enough argument?

No replies and already five stars? Hehe, it wasn’t me, but I like the subject.

Does this assertion also apply to math and geometry?

Yeah, logic sucks. I’m ok with empirical evidence and science though. Still no God…

I’m ok with empirical evidence and science though

You can’t use empirical evidence without logic and for sure you can not do good science with a sound logic.

This is simply untrue, Occam’s Razor isn’t even part of formal logic.

The charge of circularity has some merit, because the law of non-contradiction has to assumed as true in any attempt to disprove it. But its not a vicious circularity so it doesn’t actually pose a problem. Its not the same thing as assuming the conclusion in the premise.

I don’t usually bother to reply to pointless threads, but I have the feeling you don’t know much about OR.

If A, then C.

Therefore, C if A and B.

Can someone proof this?

Also, my guess is that the OP has never actually dealt in logic.

This is such a wildly complex set of premises. I’d like to see the proof of it as well.

This argument would have to apply to mathematics, and all that follow from it, such as geometry, mechanics, physics, nearly all science, etc.

It is an intriguing inquiry. It is essentially just questioning the premise, ie “Assume logic holds.”

It is no different than the mathematical assumption that 0+1=1. Without that assumption, no mathematics (or what we currently call mathematics) could follow. Which is funny, because logic systems are based on 0s and 1s.

Refuting logic requires assuming the validity of logic. Oops

Premise 4 of your argument requires a proof of it’s own. You haven’t proved that Occam’s Razor is essential to the validity of logic. Not only that but any attempt at trying to prove that the validity of logic is dependent on Occam’s Razor would likely be futile, logic has been around longer than Occam’s Razor.

Edit to Add: Circularity is only a major problem when it comes to foundationalist epistemology. For your argument to be valid you would first need to argue that Foundationalism is the only valid epistemological position.

Occam’s Razor is not a law of logic, theorem, or anything like that.

Are you seriously serious right nao bro?

Who are you talking to?

OP. On second thought, if the OP really is 15 years old, then props.

However, a little philosophy is a dangerous thing. I suggest that you go read more–much more in the philosophy of logic.

What MrSchnapps just said. I recommend starting with the laws of thought.

A thread that uses logic to argue against trusting logic. Wow…

I already addressed the issue of my argument being based upon logic in my opening post. I am not arguing that all logic is wrong, just that we have no way of knowing the likelihood of it being wrong. Also, Occam’s Razor is a principle based on statics. The more assumptions one makes, the more likely one is to be wrong. It is clearly grounded in logic, and if it could not be trusted, it would mean that we would not be able to trust probability; hence anything could be possible.

I think you are confusing human fallibility with logic.

How would you differentiate between objective logic or our perception of it?