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URL:
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http://ub-madoc.bib.uni-mannheim.de/38
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URN:
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urn:nbn:de:bsz:180-madoc-388
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Document Type:
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Doctoral dissertation
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Year of publication:
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2001
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Publishing house:
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Universität Mannheim
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Evaluator:
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Weissauer, Rainer
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Date of oral examination:
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8 May 2001
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Publication language:
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German
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Institution:
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School of Business Informatics and Mathematics > Mathematik (Böcherer 2011-)
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Subject:
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510 Mathematics
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Classification:
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MSC:
11S37 ,
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Subject headings (SWD):
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Darstellungstheorie , Langlands-Vermutung
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Individual keywords (German):
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Langlandsvermutung
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Keywords (English):
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Representation theory
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Abstract:
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Es werden Grundlagen über nicht zusammenhängende reduktive Gruppen erarbeitet. Die Transferfaktoren, die Langlands, Kottwitz und Shelstad in ihren Arbeiten über Endoskopie definiert haben, werden im Falle unverzweigter Tori ausgerechnet in Termen von Galoisorbiten von Wurzeln.
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Translation of the title:
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Computing the transfer factors of Kottwitz and Shelstad in the case of unramified Tori in not connected reductive Groups
(English)
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Translation of the abstract:
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The transfer factors of Kottwitz and Shelstad are computed in the case of unramified Tori: They are certain powers of q (the number of residue field) which involve Galois orbits of roots.
(English)
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Additional information:
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[Doctoral dissertation]
![[img]](https://madoc.bib.uni-mannheim.de/style/images/fileicons/application_pdf.png)
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