This is not a thread! (Paradoxes)

The set of all sets that are not members of themselves.

What an odd statement.

a set that is not a member of itself is easy to define - and empty set is not a member of itself, it exists but it has not members. so...

the "set of all sets that are not members of themselves" contains at least all the empty sets, I could go on if I could be bothered.

Try to define an empty thread in the domain of lfgss then, I dares ya. It has to exist if the domain is to be valid, as does the identity thread and the nul thread. Actually could a thread be an opperator?

The recursive thread exists

http://www.lfgss.com/thread71173.html

I'll go back to the maths thread now >>>>>>>>>>>>