(June 14, 2020 at 4:36 am)Belacqua Wrote: Imagine, for example, a very large prime number which no one has discovered.
Of course, the cardinality of the set of prime numbers is a countably infinite set. Thousands of mathematical proofs exist that prove such; of course, an acceptance of ZFC and the Axiom of Infinity is necessary to get the balling rolling, so to speak. Professor Wes Morriston has written extensively in response to WLC, and even quotes Craig who once stated that his ideas will make sense to an individual at least until that person has taken a course in elementary number theory, complex analysis, etc.
