Good Thinking by Christoph Kelp

Author:Christoph Kelp
Language: eng
Format: epub
Publisher: Taylor & Francis (CAM)
Published: 2019-09-15T00:00:00+00:00

Another noteworthy consequence of the Moore paradoxical version of the lottery paradox is that this way of restricting CC won’t do the trick either. The reason for this is that the Moore paradoxical version of the lottery paradox shows that no contradiction is needed to generate the paradox. After all, the proposition that all tickets will lose but I do not know that all tickets will lose is not contradictory. Replacing CC by CC′ won’t do the trick.

Of course, one could add to the list of riders. Thus, consider:

CC″. If p is justifiably believable for one and q is justifiably believable for one, then their conjunction, p and q, is justifiably believable for one, unless it is either a contradiction or a Moorean proposition.

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