My attempt to solve the Russel Paradox's objection:
So let's name the "set of all sets that are not themselves" "n". What I want to propose now is that n can be simultaneously part of n and exist outside of n. For this we'll need two separate notions:
So let's name the "set of all sets that are not themselves" "n". What I want to propose now is that n can be simultaneously part of n and exist outside of n. For this we'll need two separate notions:
