On 2-blocks with minimal nonabelian defect groups II
Charles Eaton, Burkhard K\"ulshammer, Benjamin Sambale
TL;DR
This paper analyzes the structure of 2-blocks with minimal nonabelian defect groups using the classification of finite simple groups, providing detailed insights into their composition.
Contribution
It offers a detailed classification of 2-blocks with minimal nonabelian defect groups, expanding understanding of their structure within modular representation theory.
Findings
Classification of 2-blocks with minimal nonabelian defect groups
Identification of structural properties using finite simple groups
Enhanced understanding of defect group configurations
Abstract
We determine the structure of 2-blocks with minimal nonabelian defect groups, by making use of the classification of finite simple groups.
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Taxonomy
TopicsFinite Group Theory Research · Geometric and Algebraic Topology · Coding theory and cryptography