Relative symplectic Steinberg group
Andrei Lavrenov
TL;DR
This paper introduces two definitions of the relative symplectic Steinberg group and proves their equivalence, clarifying the structure of this mathematical object.
Contribution
It provides two different formulations of the relative symplectic Steinberg group and demonstrates their equivalence, advancing understanding in algebraic K-theory.
Findings
The two definitions of the relative symplectic Steinberg group are shown to coincide.
The paper clarifies the structure of the relative symplectic Steinberg group.
It contributes to the theoretical foundation of algebraic K-theory.
Abstract
We give two definitions of relative symplectic Steinberg group and show that they coincide.
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Taxonomy
TopicsGeometric and Algebraic Topology · Algebraic Geometry and Number Theory · Finite Group Theory Research