Isomorphisms Of Splits Of Computably Enumerable Sets (2002)
by
Peter A. Cholak
,
Leo A. Harrington
| Venue: | J. OF SYMBOLIC LOGIC |
| Citations: | 4 - 4 self |
BibTeX
@ARTICLE{Cholak02isomorphismsof,
author = {Peter A. Cholak and Leo A. Harrington},
title = {Isomorphisms Of Splits Of Computably Enumerable Sets},
journal = {J. OF SYMBOLIC LOGIC},
year = {2002},
volume = {68},
pages = {21}
}
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Abstract
We show that if A and A are automorphic via # then the structures SR (A) and SR ( 3 -isomorphic via an isomorphism # induced by #. Then we use this result to classify completely the orbits of hhsimple sets.
