List of complexity classes closed under complement Is there a list of 'natural' complexity classes closed under complement? Some that I could think of are P, ZPP, BPP, NP $\cap$ co-NP, PH, PP and PSPACE but surely there are others. Wikipedia and the Complexity-Zoo don't have such a list as far as I can tell but perhaps there are other resources?
Nonderministic Logspace (NL) is closed under complement. That is, $NL=coNL$. This non-trivial result is known as (or rather, is the consequence of) the Immerman–Szelepcsényi theorem.