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What is Ohara, A Comparison of Endomorphism Algebras about?

This research paper compares endomorphism algebras associated with two types of representations in the context of connected reductive groups over non-archimedean local fields. It establishes an explicit isomorphism between the endomorphism algebras of compactly induced and parabolically induced representations, particularly focusing on depth-zero types. The paper also discusses the implications of certain assumptions on the types and their corresponding endomorphism algebras.

Author

Ma Jia Jun

Language

EN