DEPTH-GRADED MOTIVIC MULTIPLE ZETA VALUES FRANCIS BROWN Abstract. We study the depth filtration on motivic multiple zeta values, and its relation to modular forms. Using period polynomials for cusp forms for P SL2 (Z), w - W. Brown - Document - PDFSEARCH.IO

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	DEPTH-GRADED MOTIVIC MULTIPLE ZETA VALUES FRANCIS BROWN Abstract. We study the depth filtration on motivic multiple zeta values, and its relation to modular forms. Using period polynomials for cusp forms for P SL2 (Z), w Add to Reading List Document Date: 2013-04-19 05:08:23 Open Document File Size: 307,39 KB Share Result on Facebook Currency pence / / IndustryTerm stuffle product / shuffle product / shuffle relations modulo products / / Person Gm / FRANCIS BROWN / Pierre Cartier / / SocialTag Lie algebras Graded Lie algebra Hopf algebra

DEPTH-GRADED MOTIVIC MULTIPLE ZETA VALUES FRANCIS BROWN Abstract. We study the depth filtration on motivic multiple zeta values, and its relation to modular forms. Using period polynomials for cusp forms for P SL2 (Z), wAdd to Reading List