Amalgamation functors and homology groups in model theory

Mathematics – Logic

Scientific paper

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64 pages

Scientific paper

We present definitions of homology groups associated to a family of
amalgamation functors. We show that if the generalized amalgamation properties
hold, then the homology groups are trivial. We compute the group H_2 for strong
types in stable theories and show that in this context, the class of possible
groups H_2 is precisely the profinite abelian groups.

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