Incompleteness of Logic/Rational Principles
Anyway, logic demands that either statement A be true, or it must be false. (it cannot be neither true or false, and it cannot be both true and false).
Now take the statement: "Nothing is permanent"
If we say that statement is true, then the statement "nothing is permanent" is permanent, and thus we have contradicted ourselves. However, if we say that something is permanent, and that permanent thing is the statement "nothing is permanent", then we have also contradicted ourselves.
Unless this paradox can in some way be resolved, then it seems there are in fact, exceptions to logic, that would then lead us to question the infallibility of logic.
Socrate's claim "I know one thing: that I know nothing" is also a paradox that seems to defy logic.
-----------
Fellow philosophers: visit the philosophy wiki; where anyone can add and edit philosophical articles and content,
http://sophiasdialectic.com/dokuwiki/doku.php