The Raven's Paradox

1354 Words3 Pages

A paradox stems from a statement that apparently contradicts itself yet might still be true. In most cases logical paradoxes are essentially known to be invalid but are used anyways to promote critical thinking. The Raven’s paradox is an example of a paradox that essentially goes against what most logical paradoxes stand for in that it tries to make a valid claim through inductive logic. Carl Hempel is known for his famous accepting of this paradox with minor adjustments by the use of the contraposition rule. In this paper, however, I argue that Hempel’s solution to the Raven’s paradox is actually unsuccessful because he fails to take into account a possible red herring that serves as evidence against his solution. Irvin John Good is responsible for the formulation of the red herring argument as he tries to prove that the observation of a black raven can potentially negate the Raven’s paradox as valid. In addition to Good’s claim, Karl Popper and his view of falsificationism also functions as evidence to reject Hempel’s solution. Using Popper’s view as a basis, Israel Scheffler and Nelson Goodman formulate the concept of selective confirmation to reject the contraposition rule used by Hempel. Based off of all of the rejections that Hempel’s solution has it can clearly be seen that the Raven’s paradox has flaws that principally lead it to it being invalid. The main point that the Raven’s paradox lays out is the question of what constitutes evidence for a statement. The actual structure of the argument, according to Hempel, is as follows: 1) A is logically equivalent to B 2) C is confirming evidence for B 3) Confirming evidence for one statement is confirming evidence for any logical equivalent statement 4) Therefore, C is confirm... ... middle of paper ... ...ion. Hempel’s solution provides to give a reason as to how induction can lead to confirmation and how the logical gap can be filled through the use of logically equivalent statements. However, his view and answer to the paradox prove to be a stretch and lead to the issue of common sense being broken and illogical observations being made to confirm the hypothesis. Good successfully brings attention to this rather blatant error on the part of Hempel to eventually lead to the Raven paradox being invalid. Not only is Good effective in highlighting errors within Hempel’s solution, but Popper, Scheffler, and Goodman are all equally successful in negating individual parts of Hempel’s argument as well. In the end, it is the addition of all these counterarguments that prove to exhibit that Hempel is unsuccessful in trying to come up with a valid answer to the raven paradox.

More about The Raven's Paradox

Open Document