Matches in SemOpenAlex for { <https://semopenalex.org/work/W3136604406> ?p ?o ?g. }
Showing items 1 to 88 of
88
with 100 items per page.
- W3136604406 abstract "There are various reasons why a naive analog of the Maeda conjecture has to fail for Drinfeld cusp forms. Focussing on double cusp forms and using the link found by Teitelbaum between Drinfeld cusp forms and certain harmonic cochains, we observed a while ago that all obvious counterexamples disappear for certain Hecke-invariant subquotients of spaces of Drinfeld cusp forms of fixed weight, which can be defined naturally via representation theory. The present work extends Teitelbaum's isomorphism to an adelic setting and to arbitrary levels, it makes precise the impact of representation theory, it relates certain intertwining maps to hyperderivatives of Bosser-Pellarin, and it begins an investigation into dimension formulas for the subquotients mentioned above. We end with some numerical data for $A=mathbb{F}_3[t]$ that displays a new obstruction to an analog of a Maeda conjecture by discovering a conjecturally infinite supply of $mathbb{F}_3(t)$-rational eigenforms with combinatorially given (conjectural) Hecke eigenvalues at the prime $t$." @default.
- W3136604406 created "2021-03-29" @default.
- W3136604406 creator A5012879125 @default.
- W3136604406 creator A5019744500 @default.
- W3136604406 creator A5082397812 @default.
- W3136604406 date "2021-03-24" @default.
- W3136604406 modified "2023-09-27" @default.
- W3136604406 title "A Hecke-equivariant decomposition of spaces of Drinfeld cusp forms via representation theory, and an investigation of its subfactors" @default.
- W3136604406 cites W1497527009 @default.
- W3136604406 cites W1579486099 @default.
- W3136604406 cites W1766321572 @default.
- W3136604406 cites W1963732671 @default.
- W3136604406 cites W19898668 @default.
- W3136604406 cites W1995970551 @default.
- W3136604406 cites W2005642570 @default.
- W3136604406 cites W2024214387 @default.
- W3136604406 cites W2042006106 @default.
- W3136604406 cites W2047335221 @default.
- W3136604406 cites W2056525811 @default.
- W3136604406 cites W2058670703 @default.
- W3136604406 cites W2066856497 @default.
- W3136604406 cites W2092785590 @default.
- W3136604406 cites W2475886621 @default.
- W3136604406 cites W2804036210 @default.
- W3136604406 cites W2938735687 @default.
- W3136604406 cites W2962996783 @default.
- W3136604406 cites W2964178911 @default.
- W3136604406 cites W2986393796 @default.
- W3136604406 cites W3121521379 @default.
- W3136604406 hasPublicationYear "2021" @default.
- W3136604406 type Work @default.
- W3136604406 sameAs 3136604406 @default.
- W3136604406 citedByCount "0" @default.
- W3136604406 crossrefType "posted-content" @default.
- W3136604406 hasAuthorship W3136604406A5012879125 @default.
- W3136604406 hasAuthorship W3136604406A5019744500 @default.
- W3136604406 hasAuthorship W3136604406A5082397812 @default.
- W3136604406 hasConcept C115624301 @default.
- W3136604406 hasConcept C171036898 @default.
- W3136604406 hasConcept C185592680 @default.
- W3136604406 hasConcept C191877429 @default.
- W3136604406 hasConcept C197273675 @default.
- W3136604406 hasConcept C202444582 @default.
- W3136604406 hasConcept C203436722 @default.
- W3136604406 hasConcept C2524010 @default.
- W3136604406 hasConcept C2778400075 @default.
- W3136604406 hasConcept C2780990831 @default.
- W3136604406 hasConcept C33923547 @default.
- W3136604406 hasConcept C8010536 @default.
- W3136604406 hasConceptScore W3136604406C115624301 @default.
- W3136604406 hasConceptScore W3136604406C171036898 @default.
- W3136604406 hasConceptScore W3136604406C185592680 @default.
- W3136604406 hasConceptScore W3136604406C191877429 @default.
- W3136604406 hasConceptScore W3136604406C197273675 @default.
- W3136604406 hasConceptScore W3136604406C202444582 @default.
- W3136604406 hasConceptScore W3136604406C203436722 @default.
- W3136604406 hasConceptScore W3136604406C2524010 @default.
- W3136604406 hasConceptScore W3136604406C2778400075 @default.
- W3136604406 hasConceptScore W3136604406C2780990831 @default.
- W3136604406 hasConceptScore W3136604406C33923547 @default.
- W3136604406 hasConceptScore W3136604406C8010536 @default.
- W3136604406 hasLocation W31366044061 @default.
- W3136604406 hasOpenAccess W3136604406 @default.
- W3136604406 hasPrimaryLocation W31366044061 @default.
- W3136604406 hasRelatedWork W1570833258 @default.
- W3136604406 hasRelatedWork W1581254476 @default.
- W3136604406 hasRelatedWork W1968982091 @default.
- W3136604406 hasRelatedWork W2006151692 @default.
- W3136604406 hasRelatedWork W2044878762 @default.
- W3136604406 hasRelatedWork W2066061559 @default.
- W3136604406 hasRelatedWork W2079983874 @default.
- W3136604406 hasRelatedWork W2169601414 @default.
- W3136604406 hasRelatedWork W2257620485 @default.
- W3136604406 hasRelatedWork W2500173337 @default.
- W3136604406 hasRelatedWork W2626848327 @default.
- W3136604406 hasRelatedWork W2915333831 @default.
- W3136604406 hasRelatedWork W2918486871 @default.
- W3136604406 hasRelatedWork W3023634859 @default.
- W3136604406 hasRelatedWork W3039545144 @default.
- W3136604406 hasRelatedWork W3091518524 @default.
- W3136604406 hasRelatedWork W3111847812 @default.
- W3136604406 hasRelatedWork W3166950700 @default.
- W3136604406 hasRelatedWork W32710595 @default.
- W3136604406 hasRelatedWork W806172073 @default.
- W3136604406 isParatext "false" @default.
- W3136604406 isRetracted "false" @default.
- W3136604406 magId "3136604406" @default.
- W3136604406 workType "article" @default.