Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Base_change_lifting> ?p ?o. }
Showing items 1 to 20 of
20
with 100 items per page.
- Base_change_lifting abstract "In mathematics, base change lifting is a method of constructing new automorphic forms from old ones, that corresponds in Langlands philosophy to the operation of restricting a representation of a Galois group to a subgroup. The Doi–Naganuma lifting from 1967 was a precursor of the base change lifting. Base change lifting was introduced by Saito (1975, 1975b, 1979) for Hilbert modular forms of cyclic totally real fields of prime degree, by comparing the trace of twisted Hecke operators on Hilbert modular forms with the trace of Hecke operators on ordinary modular forms. Shintani (1979) gave a representation theoretic interpretation of Saito's results and used this to generalize them. Langlands (1980) extended the base change lifting to more general automorphic forms and showed how to use the base change lifting for GL2 to prove the Artin conjecture for tetrahedral and some octahedral 2-dimensional representations of the Galois group.Gelbart (1977), Gérardin (1979) and Gérardin & Labesse (1979) gave expositions of the base change lifting for GL2 and its applications to the Artin conjecture.".
- Base_change_lifting wikiPageExternalLink 1250522471.
- Base_change_lifting wikiPageExternalLink 1195518624.
- Base_change_lifting wikiPageExternalLink 64.
- Base_change_lifting wikiPageExternalLink pspum332-index.
- Base_change_lifting wikiPageExternalLink pspum332-pspum332-ptIII-5.pdf.
- Base_change_lifting wikiPageExternalLink 30.pdf.
- Base_change_lifting wikiPageExternalLink lmku08.pdf.
- Base_change_lifting wikiPageExternalLink item?id=SB_1977-1978__20__65_0.
- Base_change_lifting wikiPageID "32338538".
- Base_change_lifting wikiPageRevisionID "553485897".
- Base_change_lifting hasPhotoCollection Base_change_lifting.
- Base_change_lifting subject Category:Langlands_program.
- Base_change_lifting comment "In mathematics, base change lifting is a method of constructing new automorphic forms from old ones, that corresponds in Langlands philosophy to the operation of restricting a representation of a Galois group to a subgroup. The Doi–Naganuma lifting from 1967 was a precursor of the base change lifting.".
- Base_change_lifting label "Base change lifting".
- Base_change_lifting sameAs m.0gyt0fm.
- Base_change_lifting sameAs Q4866383.
- Base_change_lifting sameAs Q4866383.
- Base_change_lifting wasDerivedFrom Base_change_lifting?oldid=553485897.
- Base_change_lifting isPrimaryTopicOf Base_change_lifting.