ENDOMORPHISM ALGEBRAS OF MOTIVES ATTACHED TO ELLIPTIC MODULAR FORMS ALEXANDER F. BROWN AND EKNATH P. GHATE Abstract. We study the endomorphism algebra of the motive attached to a non-CM elliptic modular cusp form. We pro - Pro-p group - Document - PDFSEARCH.IO

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	ENDOMORPHISM ALGEBRAS OF MOTIVES ATTACHED TO ELLIPTIC MODULAR FORMS ALEXANDER F. BROWN AND EKNATH P. GHATE Abstract. We study the endomorphism algebra of the motive attached to a non-CM elliptic modular cusp form. We pro Add to Reading List Document Date: 2008-07-04 05:32:46 Open Document File Size: 441,99 KB Share Result on Facebook Company GL2 / X. Let us / GK / / Currency pence / / IndustryTerm k-fold fiber product / self-product / composition product / / Person ALEXANDER F. BROWN / Fontaine / / Position conductor / / Product Canon GL2 Camcorder / / ProgrammingLanguage C++ / / SocialTag Algebraic structures Group theory Analytic number theory Mathematical structures Endomorphism ring Representation theory Modular form Homomorphism Elliptic curve Abstract algebra

ENDOMORPHISM ALGEBRAS OF MOTIVES ATTACHED TO ELLIPTIC MODULAR FORMS ALEXANDER F. BROWN AND EKNATH P. GHATE Abstract. We study the endomorphism algebra of the motive attached to a non-CM elliptic modular cusp form. We proAdd to Reading List