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What is Algebraic Insights on Interpolated Zeta Values about?

The paper presents an algebraic approach to interpolated multiple zeta values (t-MZVs), establishing the Ohno-Zagier relation for these values derived from the regularized double shuffle relation. It also introduces a decomposition theorem for t-MZVs, which generalizes previous results on multiple zeta values and multiple zeta star values. The findings contribute to the conjecture that all relations among multiple zeta values can be deduced from the regularized double shuffle relation.

Author

Imen Bhs

Language

EN