By James E. Baumgartner (ed.)

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This would give a schema more balanced between the utterance situation and the described situation. And it would be a prerequisite for a genuine theory of discourse. 4 Resource situations, ... 11 This is a format which we would like to have in a further extension of the theory. $, is to be tamed and computed. REFERENCES. , 1988, Non-Well-Founded Sets ,CSLI Lectures Notes no. 12. Stanford University. Barwise J. and J. Etchemendy , 1987, The Liar, Basil Blackwell, Oxford. Banvise J. and J. Perry , 1983 , Situations and Attitudes , MIT Press ,Cambridge, MA.

B) Li-Th(Boolean algebras) is undecidable. J. Rum 52 c) L1-Th (superatomic Boolean algebras of cardinality 5 ttl) is undecidable. We close by mentioning that we do not know whether the above correspondence between Lt and 'L remains true for their t infinitary versions. g. does the Looo-equivalence of S(o1) and S(X) imply the L:o-equivalence of o1 and X ? , On topological spaces equivalent to ordinals. To appear in Jour. Symb. Logic. [FZ] Flum, J. , Topological Model Theory. , 769 (1980) [HI Heindorf, L..

Thus we can distinguish K from K by some 2n-type. But since A is wcategorical, there are only finitely many 2n-types realised in A. (b) There are only countably many subgroups of form Gi. The result follows from this and (a). 6. When is a permutation group on a countable set the automorphism group of an 0-categorical structure with finite relational language? Macpherson points out that not every 0-categorical structure is bi-definable with an ro-categorical structure in a finite relational language.