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  1. Groups elementarily equivalent to a free nilpotent group of finite rank.Alexei G. Myasnikov & Mahmood Sohrabi - 2011 - Annals of Pure and Applied Logic 162 (11):916-933.
    In this paper, we give a complete algebraic description of groups elementarily equivalent to the P. Hall completion of a given free nilpotent group of finite rank over an arbitrary binomial domain. In particular, we characterize all groups elementarily equivalent to a free nilpotent group of finite rank.
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  • Ω-stability and Morley rank of bilinear maps, rings and nilpotent groups.Alexei G. Myasnikov & Mahmood Sohrabi - 2017 - Journal of Symbolic Logic 82 (2):754-777.
    In this paper we study the algebraic structure ofω-stable bilinear maps, arbitrary rings, and nilpotent groups. We will also provide rather complete structure theorems for the above structures in the finite Morley rank case.
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