There is no logical difference between
verification and falsification:
"All ravens are black" is a statement that is
• theoretically possible, but hard in reality, to verify.
• possible to falsify.
"Not all ravens are black" is a statement that is
• possible to verify.
• theoretically possible, but hard in reality, to falsify.
The example demonstrates that verification and falsification are
fundamental
identical
activities. In order to verify, alternatively falsify,
any of the two statements, all ravens should be inspected,
or we must find one non-black raven. |