Relationships between multiple zeta values of depths 2 and 3 and period polynomials

Abstract

Some combinatorial aspects of relations between multiple zeta values of depths 2 and 3 and period polynomials are discussed.

Minor revisions were made

References in corpus (3)

• The parity theorem for multiple polylogarithms
• Zeta elements in depth 3 and the fundamental Lie algebra of a punctured elliptic curve
• Period polynomial relations between formal double zeta values of odd weight

Cited by in corpus (2)

• Modular phenomena for regularized double zeta values
• Hecke eigenform and double Eisenstein series