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oai:elekpub.bib.uni-wuppertal.de:83636252026-08-18T00:00:05ZubwhsoaDoctoralThesis

vls/2603noah-balancer_mdapi1elekpub.bib.uni-wuppertal.devdEuler complexes and Cohomology of arithmetic groups for certain imaginary quadraticsTafhim, Muhammad AsharVerfasserautWendt, MatthiasAkademischer BetreuerdgsOrlik, SaschaAkademischer BetreuerdgstextthesisTextHochschulschriftthesisdoctoralThesisgwXA-DEWuppertal2026single unitengelectronic resourceremotetext/htmltext/html1 Online-Ressource (107 Seiten)ComputerOnline-RessourceIn [27], Goncharov constructed a map of complexes relating the cohomology of arithmetic groups related to imaginary quadratics with discriminant -4 and -3 to a subcomplex of Bloch-Suslin called Euler complex using CM ellitptic curves. It is named such because it is related to Beilinson-Kato Euler system. Using Tate motive constructed via CM elliptic curves, we extend the construction of a map of complexes for imaginary quadratic fields that are Euclidean.eingereicht von Muhammad Ashar TafhimBergische Universität Wuppertal, Dissertation, 2026PolylogarithmK-theoryElliptic curvesModular groupArithmetic groupPeriodsWuppertal510513516urn:nbn:de:hbz:468-2-725410.25926/BUW/0-103999377364625706441https://dx.doi.org/10.25926/BUW/0-1039https://nbn-resolving.org/urn:nbn:de:hbz:468-2-7254Open AccessCC BY 4.02026-03-09oaDoctoralThesispublic26070820260817163421.0CT009000539s2w-hsswupubwgerUBW:C:C.01UBW:C https://elekpub.bib.uni-wuppertal.de//domainresource/static/graphics/connectors/viewerLogo.gifWuppertal : Bergische Universität Wuppertalcc-by https://ub-wuppertal.digibib.net/search/katalog/record/(DE-605)urn%3Anbn%3Ade%3Ahbz%3A468-2-7254 https://elekpub.bib.uni-wuppertal.de/id/8363625 https://elekpub.bib.uni-wuppertal.de/i3f/v20/8363625/manifest https://elekpub.bib.uni-wuppertal.de/proto_ftsearch/8363625