MAZUR–TATE ELEMENTS OF NON-ORDINARY MODULAR FORMS ROBERT POLLACK AND TOM WESTON Abstract. We establish formulae for the Iwasawa invariants of Mazur–Tate elements of cuspidal eigenforms, generalizing known results in - Eigenform - Document - PDFSEARCH.IO

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	MAZUR–TATE ELEMENTS OF NON-ORDINARY MODULAR FORMS ROBERT POLLACK AND TOM WESTON Abstract. We establish formulae for the Iwasawa invariants of Mazur–Tate elements of cuspidal eigenforms, generalizing known results in Add to Reading List Document Date: 2010-04-23 10:23:41 Open Document File Size: 297,22 KB Share Result on Facebook Company Qp / / Country Jordan / / Currency pence / / Event Product Recall / Product Issues / / Organization National Science Foundation / / Person Matthew Emerton / Fontaine / TOM WESTON / Ash / ROBERT POLLACK / Stevens / Jordan-Holder Qp / Kevin Buzzard / / / Position first author / Vp / conductor / second author / / Product Canon GL2 Camcorder / known results / / ProgrammingLanguage TOM / / SocialTag Representation theory of Lie groups Lie algebras Representation theory of Lie algebras Modular form Elliptic curve Weight Symbol Eigenform Abstract algebra Mathematical analysis

MAZUR–TATE ELEMENTS OF NON-ORDINARY MODULAR FORMS ROBERT POLLACK AND TOM WESTON Abstract. We establish formulae for the Iwasawa invariants of Mazur–Tate elements of cuspidal eigenforms, generalizing known results in Add to Reading List