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  1. Triviality, NDOP and stable varieties.B. Hart, A. Pillay & S. Starchenko - 1993 - Annals of Pure and Applied Logic 62 (2):119-146.
    We study perfectly trivial theories, 1-based theories, stable varieties, and their mutual interaction. We give a structure theorem for the models of a complete perfectly trivial stable theory without DOP: any model is the algebraic closure of a nonforking regular tree of elements. We also give a structure theorem for stable varieties, all of whose completions have NDOP. Such a variety is a varietal product of an affine variety and a combinatorial variety of an especially simple form.
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