On the Duality Formula for Parametrized Multiple Series

Key Points

• A new identity for multiple Hurwitz zeta values emerges from the duality formula, enhancing previous theories.
• The duality formula establishes connections among parametrized multiple series, revealing rich structural properties.
• Analysis extends existing relations to include multiple zeta values, specifically Ohno's relation, in a broader context.
• These findings suggest deeper implications for zeta values, encouraging further exploration in analytic number theory.