摘要

Given a L-alpha beta(E)-structure E, where L-alpha beta(E) is an infinitary language, we show that alpha and beta can be chosen in such way that every orbit of the group G of automorphisms of E is L-alpha beta(E)-definable. It follows that two sequences of elements of the domain D of E satisfy the same set of L-alpha beta-formulas if and only if they are in the same orbit of G

  • 出版日期2010