Unipotent Generators for Arithmetic Groups
Tyakal N.Venkataramana
TL;DR
This paper simplifies proofs regarding the arithmetic nature of groups generated by opposing unipotent radicals in higher rank arithmetic groups, enhancing understanding of their structure and properties.
Contribution
It provides a streamlined proof approach for the arithmeticity of certain groups generated by unipotent radicals, improving upon previous complex proofs.
Findings
Simplified proof of arithmeticity of specific groups
Clarified structure of groups generated by unipotent radicals
Enhanced understanding of higher rank arithmetic groups
Abstract
We sketch a simplification of proofs of old results on the arithmeticity of the group generated by opposing integral unipotent radicals in higher rank arithmetic groups
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Taxonomy
TopicsFinite Group Theory Research · Rings, Modules, and Algebras · graph theory and CDMA systems