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This thesis by Arkady S. Tsurkov explores the geometrical equivalence of nilpotent groups within the context of universal algebraic geometry. It discusses methodologies, key definitions, and propositions related to the equivalence of algebras and groups, particularly focusing on nilpotent class s groups and their properties. The work concludes with findings on the relationship between nilpotent groups and their Malcev completions, establishing conditions for their geometrical equivalence.

Author

gomest.victor

Language

EN