Matches in SemOpenAlex for { <https://semopenalex.org/work/W3175569980> ?p ?o ?g. }
Showing items 1 to 64 of
64
with 100 items per page.
- W3175569980 endingPage "3191" @default.
- W3175569980 startingPage "3129" @default.
- W3175569980 abstract "Let $F/F_{mathsf{o}}$ be a quadratic extension of non-archimedean locally compact fields of odd residual characteristic and $sigma$ be its non-trivial automorphism. We show that any $sigma$-self-dual cuspidal representation of ${rm GL}_n(F)$ contains a $sigma$-self-dual Bushnell--Kutzko type. Using such a type, we construct an explicit test vector for Flicker's local Asai $L$-function of a ${rm GL}_n(F_{mathsf{o}})$-distinguished cuspidal representation and compute the associated Asai root number. Finally, by using global methods, we compare this root number to Langlands--Shahidi's local Asai root number, and more generally we compare the corresponding epsilon factors for any cuspidal representation." @default.
- W3175569980 created "2021-07-05" @default.
- W3175569980 creator A5045791932 @default.
- W3175569980 creator A5059665622 @default.
- W3175569980 creator A5059740571 @default.
- W3175569980 creator A5081054934 @default.
- W3175569980 creator A5081877107 @default.
- W3175569980 date "2021-05-04" @default.
- W3175569980 modified "2023-10-12" @default.
- W3175569980 title "Galois self-dual cuspidal types and Asai local factors" @default.
- W3175569980 doi "https://doi.org/10.4171/jems/1080" @default.
- W3175569980 hasPublicationYear "2021" @default.
- W3175569980 type Work @default.
- W3175569980 sameAs 3175569980 @default.
- W3175569980 citedByCount "6" @default.
- W3175569980 countsByYear W31755699802021 @default.
- W3175569980 countsByYear W31755699802022 @default.
- W3175569980 countsByYear W31755699802023 @default.
- W3175569980 crossrefType "journal-article" @default.
- W3175569980 hasAuthorship W3175569980A5045791932 @default.
- W3175569980 hasAuthorship W3175569980A5059665622 @default.
- W3175569980 hasAuthorship W3175569980A5059740571 @default.
- W3175569980 hasAuthorship W3175569980A5081054934 @default.
- W3175569980 hasAuthorship W3175569980A5081877107 @default.
- W3175569980 hasBestOaLocation W31755699801 @default.
- W3175569980 hasConcept C124952713 @default.
- W3175569980 hasConcept C142362112 @default.
- W3175569980 hasConcept C145899342 @default.
- W3175569980 hasConcept C202444582 @default.
- W3175569980 hasConcept C2780980858 @default.
- W3175569980 hasConcept C33923547 @default.
- W3175569980 hasConceptScore W3175569980C124952713 @default.
- W3175569980 hasConceptScore W3175569980C142362112 @default.
- W3175569980 hasConceptScore W3175569980C145899342 @default.
- W3175569980 hasConceptScore W3175569980C202444582 @default.
- W3175569980 hasConceptScore W3175569980C2780980858 @default.
- W3175569980 hasConceptScore W3175569980C33923547 @default.
- W3175569980 hasIssue "9" @default.
- W3175569980 hasLocation W31755699801 @default.
- W3175569980 hasLocation W31755699802 @default.
- W3175569980 hasLocation W31755699803 @default.
- W3175569980 hasLocation W31755699804 @default.
- W3175569980 hasLocation W31755699805 @default.
- W3175569980 hasLocation W31755699806 @default.
- W3175569980 hasLocation W31755699807 @default.
- W3175569980 hasOpenAccess W3175569980 @default.
- W3175569980 hasPrimaryLocation W31755699801 @default.
- W3175569980 hasRelatedWork W1979597421 @default.
- W3175569980 hasRelatedWork W1995611635 @default.
- W3175569980 hasRelatedWork W2007980826 @default.
- W3175569980 hasRelatedWork W2061531152 @default.
- W3175569980 hasRelatedWork W2963226629 @default.
- W3175569980 hasRelatedWork W3002753104 @default.
- W3175569980 hasRelatedWork W3089908008 @default.
- W3175569980 hasRelatedWork W4225152035 @default.
- W3175569980 hasRelatedWork W4245490552 @default.
- W3175569980 hasRelatedWork W4298548758 @default.
- W3175569980 hasVolume "23" @default.
- W3175569980 isParatext "false" @default.
- W3175569980 isRetracted "false" @default.
- W3175569980 magId "3175569980" @default.
- W3175569980 workType "article" @default.