Matches in DBpedia 2015-10 for { <http://dbpedia.org/resource/Maass–Selberg_relations> ?p ?o }
Showing triples 1 to 43 of
43
with 100 triples per page.
- Maass–Selberg_relations abstract "In mathematics, the Maass–Selberg relations are some relations describing the inner products of truncated real analytic Eisenstein series, that in some sense say that distinct Eisenstein series are orthogonal. Maass (1949, p.169–170, 1964, p. 195–215) introduced the Maass–Selberg relations for the case of real analytic Eisenstein series on the upper half plane. Selberg (1963, p.183–184) extended the relations to symmetric spaces of rank 1. Harish-Chandra (1968, p.75) generalized the Maass–Selberg relations to Eisenstein series of higher rank semisimple group (and named the relations after Maass and Selberg). Harish-Chandra (1972, 1976) found some analogous relations between Eisenstein integrals, that he also called Maass–Selberg relations.Informally, the Maass–Selberg relations say that the inner product of two distinct Eisenstein series is zero. However the integral defining the inner product does not converge, so the Eisenstein series first have to be truncated. The Maass–Selberg relations then say that the inner product of two truncated Eisenstein series is given by a finite sum of elementary factors that depend on the truncation chosen, whose finite part tends to zero as the truncation is removed.".
- Maass–Selberg_relations wikiPageExternalLink books?id=7TbvAAAAMAAJ.
- Maass–Selberg_relations wikiPageExternalLink ICM1962.1.
- Maass–Selberg_relations wikiPageExternalLink tifr29.pdf.
- Maass–Selberg_relations wikiPageExternalLink 1971058.
- Maass–Selberg_relations wikiPageID "33188525".
- Maass–Selberg_relations wikiPageLength "3928".
- Maass–Selberg_relations wikiPageOutDegree "9".
- Maass–Selberg_relations wikiPageRevisionID "626965990".
- Maass–Selberg_relations wikiPageWikiLink Annals_of_Mathematics.
- Maass–Selberg_relations wikiPageWikiLink Category:Modular_forms.
- Maass–Selberg_relations wikiPageWikiLink Category:Representation_theory.
- Maass–Selberg_relations wikiPageWikiLink Eisenstein_integral.
- Maass–Selberg_relations wikiPageWikiLink Hadamard_regularization.
- Maass–Selberg_relations wikiPageWikiLink Hadamards_finite_part.
- Maass–Selberg_relations wikiPageWikiLink Mathematische_Annalen.
- Maass–Selberg_relations wikiPageWikiLink Real_analytic_Eisenstein_series.
- Maass–Selberg_relations wikiPageWikiLink Springer-Verlag.
- Maass–Selberg_relations wikiPageWikiLink Springer_Science+Business_Media.
- Maass–Selberg_relations wikiPageWikiLinkText "Maass–Selberg relations".
- Maass–Selberg_relations authorlink "Atle Selberg".
- Maass–Selberg_relations authorlink "Hans Maass".
- Maass–Selberg_relations hasPhotoCollection Maass–Selberg_relations.
- Maass–Selberg_relations last "Maass".
- Maass–Selberg_relations last "Selberg".
- Maass–Selberg_relations loc "p. 195–215".
- Maass–Selberg_relations loc "p.169–170".
- Maass–Selberg_relations loc "p.183–184".
- Maass–Selberg_relations wikiPageUsesTemplate Template:Citation.
- Maass–Selberg_relations wikiPageUsesTemplate Template:Harvs.
- Maass–Selberg_relations wikiPageUsesTemplate Template:Harvtxt.
- Maass–Selberg_relations year "1949".
- Maass–Selberg_relations year "1963".
- Maass–Selberg_relations year "1964".
- Maass–Selberg_relations subject Category:Modular_forms.
- Maass–Selberg_relations subject Category:Representation_theory.
- Maass–Selberg_relations comment "In mathematics, the Maass–Selberg relations are some relations describing the inner products of truncated real analytic Eisenstein series, that in some sense say that distinct Eisenstein series are orthogonal. Maass (1949, p.169–170, 1964, p. 195–215) introduced the Maass–Selberg relations for the case of real analytic Eisenstein series on the upper half plane. Selberg (1963, p.183–184) extended the relations to symmetric spaces of rank 1.".
- Maass–Selberg_relations label "Maass–Selberg relations".
- Maass–Selberg_relations sameAs m.0h68ynw.
- Maass–Selberg_relations sameAs Q6721248.
- Maass–Selberg_relations sameAs Q6721248.
- Maass–Selberg_relations wasDerivedFrom Maass–Selberg_relations?oldid=626965990.
- Maass–Selberg_relations isPrimaryTopicOf Maass–Selberg_relations.