litow@csd4.csd.uwm.edu (Bruce E Litow) (11/29/89)
The Shannon-de Leeuw theorem says that if a set,S,is enumerated with positive probability by a Turing machine that uses a random binary string as additional resource,then S is R.E. Solovay has given a sharper version of this. Does this cease to hold if R.E. is replaced various notions of sub-recursive enumerability ?