@Zetherin,
Zetherin;103312 wrote:So, I've read the short article you posted and understood it, Emil. Question time (as promised)!
I'm confused as to why you stated this earlier in the thread:
when, the description you provided for epistemic certainty, is this:
How can I not be epistemically certain of tautologies, when tautologies, by definition, are true; they cannot be false. If anything, tautologies seem like things I would be absolutely certain about. What am I missing?
In some sense you can indeed be epistemically certain, but only if you believe that it is true. If you believed it was false you would not be epistemically certain. But there is something fishy about this relationship between epistemic certainty and non-contingent propositions. In some sense it is still possible to be wrong about non-contingent propositions, isn't it? Perhaps my analysis of epistemic certainty is wrong.
Ken gave me another analysis idea.
Emil (In a PM):
[INDENT]Do you think that you are epistemically certain that 1+1=2? I think the general fallibilist answer is "No". If the answer is no, then how are we to make sense of the uncertainty? After all it is a necessary truth, it is impossible for the conclusion to be false. In what sense is it thus possible to be wrong about it?[/INDENT]Ken (In a PM):
[INDENT]What conclusion do you mean? There is no argument. Could I not be mistaken about what the sum of 1+1 is if I had lost my wits? It may be a necessary truth that 1+1=2. But it is not a necessary truth that I am not mistaken about the sum of 1+1.
[/INDENT]To clarify:
[INDENT]Someone is epistemically certain that p iff it is logically impossible that that someone is wrong about whether p is true or false.
[/INDENT]Under this definition not even the cogito premises are epistemically certain.
One potential problem with this is that it relies on
the semantic theory of truth.
Zetherin;103312 wrote:I think he was getting at: Is misleading evidence really evidence at all?
Of course. Though we might think that something is evidence for something and be wrong about that.
To give an example of misleading evidence:
[INDENT]Suppose that 99.99% of some group of people are deaf, and that there are 10,000 people in that group. Some person knows this. Later he observers a particular members of the group. He then, correctly, infers (with 99.99% statistic certainty) that the person he is observing is deaf, but by chance that person happens to be the only person that is not deaf in the group.
[/INDENT]I think the above is a case of misleading evidence. As is my earlier example with a police investigation of a house full of blood.