Berkeleyan Platonism: A philosophy of pure ideas

There is an argument by Kurt Gödel that I find fascinating. Gödel argued that his predecessors’ attempt to create a complete set of logical axioms to ground mathematics was doomed to fail. Instead, mathematical ideas must subsist unto themselves (as must, presumably, logical ideas). Ideas cannot complete each other. They are sufficient unto themselves. But … Continue reading Berkeleyan Platonism: A philosophy of pure ideas