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- Q6456150 subject Q8582595.
- Q6456150 abstract "In the field of mathematics known as representation theory, an L-packet is a collection of (isomorphism classes of) irreducible representations of a reductive group over a local field, that are L-indistinguishable, meaning they have the same Langlands parameter, and so have the same L-function and ε-factors. L-packets were introduced by Robert Langlands in (Langlands 1989), (Langlands & Labesse 1979).The classification of irreducible representations splits into two parts: first classify the L-packets, then classify the representations in each L-packet. The local Langlands conjectures state (roughly) that the L-packets of a reductive group G over a local field F are conjecturally parameterized by certain homomorphisms of the Langlands group of F to the L-group of G, and Arthur has given a conjectural description of the representations in a given L-packet.".
- Q6456150 wikiPageExternalLink 16.
- Q6456150 wikiPageExternalLink a-note.pdf.
- Q6456150 wikiPageExternalLink src2006.
- Q6456150 wikiPageExternalLink labesse.pdf.
- Q6456150 wikiPageWikiLink Q1006450.
- Q6456150 wikiPageWikiLink Q13220368.
- Q6456150 wikiPageWikiLink Q13690522.
- Q6456150 wikiPageWikiLink Q1789063.
- Q6456150 wikiPageWikiLink Q1868517.
- Q6456150 wikiPageWikiLink Q215972.
- Q6456150 wikiPageWikiLink Q2780987.
- Q6456150 wikiPageWikiLink Q395.
- Q6456150 wikiPageWikiLink Q465654.
- Q6456150 wikiPageWikiLink Q5282059.
- Q6456150 wikiPageWikiLink Q6029899.
- Q6456150 wikiPageWikiLink Q6664175.
- Q6456150 wikiPageWikiLink Q711278.
- Q6456150 wikiPageWikiLink Q8582595.
- Q6456150 comment "In the field of mathematics known as representation theory, an L-packet is a collection of (isomorphism classes of) irreducible representations of a reductive group over a local field, that are L-indistinguishable, meaning they have the same Langlands parameter, and so have the same L-function and ε-factors.".
- Q6456150 label "L-packet".