Not only that. Wolfram's attempt to take Godel's place in mathematics is contradicted by this answer, which is a self referential demonstration that the Wolfra

Not only that. Wolfram's attempt to take Godel's place in mathematics is contradicted by this answer, which is a self referential demonstration that the Wolfram axiomatic system (both the person and Alpha) cannot produce the genius of Godel, and is thus incomplete. Thus, Wolfram merely proves Godel's genius, via the original form of Godel's genius in the first place. Basically, Wolfram is ingenious at proving his disingenuity.