Singularities of Intertwining Operators and Decompositions of Principal Series Representations

Nam Taeuk; Segal Avner; Silberman Lior

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Singularities of Intertwining Operators and Decompositions of Principal Series Representations

机译：交错运营商的奇点和主要系列表示的分解

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摘要

We show that, under certain assumptions, a parabolic induction Ind(B)(G)lambda from the Borel subgroup B of a (real or p-adic) reductive group G decomposes into a direct sum of the form:

机译：我们证明，在某些假设下，a（实或p-adic）约化群G的Borel子群B的抛物线归纳Ind（B）（G）lambda分解为以下形式的直和：

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来源
《Journal of Lie theory》 |2020年第4期|共26页
作者
Nam Taeuk; Segal Avner; Silberman Lior;
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作者单位

Univ British Columbia Dept Math Vancouver BC V6T 1Z2 Canada;

Bar Ilan Univ Dept Math IL-5290002 Ramat Gan Israel;

Univ British Columbia Dept Math Vancouver BC V6T 1Z2 Canada;

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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
Representation theory; Lie groups; p-adic groups; principle series; intertwining operators;

机译：None;

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Singularities of Intertwining Operators and Decompositions of Principal Series Representations

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