DOUBLE ZETA VALUES DOUBLE EISENSTEIN SERIES AND MODULAR FORMS OF LEVEL 2

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Evaluation of Tornheim’s type of double series with S. Jeff Lewis , Don Zagier My research interests lie in number theory, particularly in modular forms and multiple zeta values. Relationship between multiple zeta values of depths 2 and 3 and period polynomials with D. Evaluation of the multiple zeta values Don Zagier Periods of modular forms, traces of Hecke operators, and multiple zeta values. Other articles proceedings, announcements, memoirs.

Modular parametrizations of certain elliptic curves with M. Research into automorphic forms and L-functions Kyoto. Showing of 16 references. Semantic Scholar estimates that this publication has citations based on the available data. Galois symmetries of fundamental groupoids and noncommutative geometry Alexander Goncharov Eisenstein series identities based on partial fraction decomposition with M. Perioden von Modulformen einer Variablen und Gruppencohomologie. Showing of 32 citations.

The double shuffle relations for multiple Eisenstein series H. Evaluation of Tornheim’s type of double series with S. Double shuffle relations of double zeta values and the double Eisenstein series at level N Haiping Yuan J.

Jeff LewisDon Zagier Matthes to appear in Kyushu J. Lfvel Statistics Citations 0 10 20 30 ’10 ’13 ’16 ‘ Skip to search form Skip to main content.

See our FAQ for additional information. The scalar product of modular forms. Research into automorphic forms and L-functions Kyoto. Number Theory, A class of non-holomorphic modular forms III: Special values of finite multiple harmonic q-series at roots of unity with H.

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[] Double zeta values, double Eisenstein series, and modular forms of level 2

Remarks on double zeta values of level 2 with T. Showing of 32 citations. Periods of modular forms, traces of Hecke operators, and multiple zeta values.

My research interests lie in number theory, particularly in modular forms and multiple zeta values. Bernoulli numbers and zeta functions in Japanese; English translation in preparation. Periods of modular formstraces of Hecke operatorsand multiple zeta values. Modular parametrizations of certain elliptic curves with M.

On linear relations among totally odd multiple zeta values related to period polynomials Kyushu J. By clicking accept or continuing to use the site, you agree to the terms outlined in our Privacy PolicyTerms of Serviceezta Dataset License.

DOUBLE ZETA VALUES AND MODULAR FORMS – Semantic Scholar

Evaluation of the multiple zeta values 2, On some multiple zeta-star values of one-two-three indices with S. I am an assistant professor at Aichi Prefectural University, Japan. Kazalickiin preparation.

On some combinations of multiple zeta-star values with K.

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Cyclotomic analogues of finite multiple zeta values with H. This paper has citations. References Publications referenced by this paper.

Main preparation. On a conjecture for representations of integers as sums of squares and double shuffle relations Ramanujan J.

On Ecalle’s and Brown’s solutions to the double shuffle equations modulo products with N. Other articles proceedings, announcements, memoirs. BachmannKoji Tasaka Fourier coefficients of modular forms arising from certain modular parametrizations with M.

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On totally odd multiple zeta values with D. Evaluation of the multiple zeta values Don Zagier Showing of 16 references. Eisenstein series identities based on partial fraction decomposition with M.

Galois symmetries of fundamental groupoids and noncommutative geometry Alexander Goncharov Research into automorphic forms and L – or Kyoto Relationship between multiple zeta values of depths 2 and 3 and period polynomials with D.