Isogeny in Superstable Groups
James Freitag

TL;DR
This paper introduces and develops the concept of isogeny within superstable groups, establishing fundamental properties and uniqueness results, and connecting it to existing model theoretic notions.
Contribution
It presents a novel notion of isogeny for superstable groups, with foundational properties and uniqueness theorems, linking to established model theory concepts.
Findings
Established fundamental properties of isogeny in superstable groups
Proved uniqueness results related to the notion of isogeny
Connected the concept to existing model theoretic notions
Abstract
We study and develop a notion of isogeny for superstable groups. We prove several fundamental properties of the notion and then use it to formulate and prove uniqueness results. Connections to existing model theoretic notions are explained.
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Taxonomy
TopicsAdvanced Algebra and Geometry · Geometry and complex manifolds · Homotopy and Cohomology in Algebraic Topology
