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Higher Euler-Kronecker Constants of Number fields

math.NT · 2024-11-26 · conditional · novelty 6.0

The higher Taylor coefficients of the logarithmic derivative of a Dedekind zeta function at s=1 satisfy new arithmetic formulas, GRH-conditional bounds, and an Ihara-type limit.

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  • Higher Euler-Kronecker Constants of Number fields math.NT · 2024-11-26 · conditional · none · ref 8

    The higher Taylor coefficients of the logarithmic derivative of a Dedekind zeta function at s=1 satisfy new arithmetic formulas, GRH-conditional bounds, and an Ihara-type limit.