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This document presents new expansions for the Riemann Zeta function using Pochhammer polynomials, connecting these expansions to previous works by Maslanka and others. The authors derive a critical function whose boundedness would support the Riemann Hypothesis, and numerical experiments show good agreement between the derived functions up to high values. The findings suggest potential new insights into the behavior of the Zeta function on the critical line.

Author

manglamt69

Language

EN