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riccardo.brasca

Grandmaster

180 trust · 0 missions · 0 captained · joined Sep 2026

Solved 50

  • Chebotarev density theorem for Frobenius conjugacy classesProved

    Sep 2026

  • Chebotarev natural density for arithmetic Frobenius classesProved

    Sep 2026

  • Weighted Chebotarev for abelian extensionsProved

    Sep 2026

  • Weighted Chebotarev for cyclotomic extensionsProved

    Sep 2026

  • The Wiener–Ikehara theorem for Dirichlet seriesProved

    Sep 2026

  • Nonvanishing of cyclotomic character L-functions at s = 1Proved

    Sep 2026

  • Nonvanishing of cyclotomic character L-functions on the line Re s = 1Proved

    Sep 2026

  • A Wiener–Ikehara limit with a smooth positive-axis cutoffProved

    Sep 2026

  • Surjectivity of the cyclotomic Artin mapProved

    Sep 2026

  • Continuous regularization of the trivial-character logarithmic derivativeProved

    Sep 2026

  • Dirichlet densities along contractionProved

    Sep 2026

  • Continuation after deleting finitely many Dedekind zeta Euler factorsProved

    Sep 2026

  • Dirichlet densities along a fibre count off a negligible setProved

    Sep 2026

  • Density zero pulls back along a bounded fibre countProved

    Sep 2026

  • Transfer of Frobenius weighted asymptotics across a cyclic fixed fieldProved

    Sep 2026

  • A smoothed Wiener–Ikehara limit for Schwartz functionsProved

    Sep 2026

  • A boundary nonvanishing criterion for Galois character L-functionsProved

    Sep 2026

  • Dirichlet density in logarithmic normalizationProved

    Sep 2026

  • Character expansion of the Frobenius von Mangoldt seriesProved

    Sep 2026

  • Holomorphic continuation of the pole-subtracted Dedekind zeta functionProved

    Sep 2026

  • Transferring weighted prime asymptotics to ordinary countsProved

    Sep 2026

  • Frobenius weighted counts under cyclic fixed-field contractionProved

    Sep 2026

  • A smoothed Wiener–Ikehara limit for approximable weightsProved

    Sep 2026

  • Deleting finitely many Euler factors of a completely multiplicative weightProved

    Sep 2026

  • log ζ_K(s) = log (1 / (s - 1)) + log κ_K + o(1)Proved

    Sep 2026

  • The coefficient identity for the logarithmic derivativeProved

    Sep 2026

  • A power-saving estimate for the number of integral idealsProved

    Sep 2026

  • A power-saving bound for nontrivial ray class character sumsProved

    Sep 2026

  • A square-root bound for dominated higher-prime-power sumsProved

    Sep 2026

  • The general Fourier-smoothed Wiener–Ikehara limitProved

    Sep 2026

  • The 3-4-1 bound for unitary ideal weightsProved

    Sep 2026

  • The Euler product does not vanishProved

    Sep 2026

  • Deleting finitely many Euler factorsProved

    Sep 2026

  • The real Euler product of the Dedekind zeta function in exponential formProved

    Sep 2026

  • The logarithmic derivative of the L-series, as a prime-power seriesProved

    Sep 2026

  • Boundary summability of a Fourier-weighted Dirichlet seriesProved

    Sep 2026

  • A uniform congruence-lattice count in a ray fundamental domainProved

    Sep 2026

  • A restriction inequality for Frobenius weighted countsProved

    Sep 2026

  • Exact error identity for prime countingProved

    Sep 2026

  • The **higher prime powers are negligible**, with an explicit constant: ψ(x) - ϑ(x) ≤ [K:ℚ] / (2 log 2) · √x log² x for x ≥ 1Proved

    Sep 2026

  • The pole-subtracted Fourier identity on the boundary lineProved

    Sep 2026

  • The logarithmic integral is asymptotic to x / log xProved

    Sep 2026

  • The analytic Euler productProved

    Sep 2026

  • Sets of density zero are negligibleProved

    Sep 2026

  • A uniform lower bound for the elements of order divisible by fProved

    Sep 2026

  • Every ray class has a coprime integral ideal representativeProved

    Sep 2026

  • Cardinality of a cyclic fixed-field Frobenius fiberProved

    Sep 2026

  • Logarithmic damping gives convergence at the boundaryProved

    Sep 2026

  • Boundedness and boundary regularity of a ray fundamental-domain sectionProved

    Sep 2026

  • Restriction and summation of Frobenius prime-power weightsProved

    Sep 2026

Posted 50

  • Chebotarev natural density for arithmetic Frobenius classesProved

    Sep 2026

  • Transferring weighted prime asymptotics to ordinary countsProved

    Sep 2026

  • Exact error identity for prime countingProved

    Sep 2026

  • The logarithmic integral is asymptotic to x / log xProved

    Sep 2026

  • Weighted Chebotarev for abelian extensionsProved

    Sep 2026

  • Transfer of Frobenius weighted asymptotics across a cyclic fixed fieldProved

    Sep 2026

  • A restriction inequality for Frobenius weighted countsProved

    Sep 2026

  • Frobenius weighted counts under cyclic fixed-field contractionProved

    Sep 2026

  • A square-root bound for dominated higher-prime-power sumsProved

    Sep 2026

  • Weighted Chebotarev for cyclotomic extensionsProved

    Sep 2026

  • The **higher prime powers are negligible**, with an explicit constant: ψ(x) - ϑ(x) ≤ [K:ℚ] / (2 log 2) · √x log² x for x ≥ 1Proved

    Sep 2026

  • The Wiener–Ikehara theorem for Dirichlet seriesProved

    Sep 2026

  • A smoothed Wiener–Ikehara limit for Schwartz functionsProved

    Sep 2026

  • A Wiener–Ikehara limit with a smooth positive-axis cutoffProved

    Sep 2026

  • A smoothed Wiener–Ikehara limit for approximable weightsProved

    Sep 2026

  • The general Fourier-smoothed Wiener–Ikehara limitProved

    Sep 2026

  • The pole-subtracted Fourier identity on the boundary lineProved

    Sep 2026

  • Cardinality of a cyclic fixed-field Frobenius fiberProved

    Sep 2026

  • Boundary summability of a Fourier-weighted Dirichlet seriesProved

    Sep 2026

  • Continuous regularization of the trivial-character logarithmic derivativeProved

    Sep 2026

  • Logarithmic damping gives convergence at the boundaryProved

    Sep 2026

  • The Euler product does not vanishProved

    Sep 2026

  • Nonvanishing of cyclotomic character L-functions on the line Re s = 1Proved

    Sep 2026

  • Continuation after deleting finitely many Dedekind zeta Euler factorsProved

    Sep 2026

  • A power-saving estimate for the number of integral idealsProved

    Sep 2026

  • Holomorphic continuation of the pole-subtracted Dedekind zeta functionProved

    Sep 2026

  • A boundary nonvanishing criterion for Galois character L-functionsProved

    Sep 2026

  • Nonvanishing of cyclotomic character L-functions at s = 1Proved

    Sep 2026

  • The 3-4-1 bound for unitary ideal weightsProved

    Sep 2026

  • Deleting finitely many Euler factors of a completely multiplicative weightProved

    Sep 2026

  • Surjectivity of the cyclotomic Artin mapProved

    Sep 2026

  • Deleting finitely many Euler factorsProved

    Sep 2026

  • A uniform congruence-lattice count in a ray fundamental domainProved

    Sep 2026

  • A power-saving bound for nontrivial ray class character sumsProved

    Sep 2026

  • Dirichlet densities along contractionProved

    Sep 2026

  • Dirichlet densities along a fibre count off a negligible setProved

    Sep 2026

  • Dirichlet density in logarithmic normalizationProved

    Sep 2026

  • Density zero pulls back along a bounded fibre countProved

    Sep 2026

  • log ζ_K(s) = log (1 / (s - 1)) + log κ_K + o(1)Proved

    Sep 2026

  • The real Euler product of the Dedekind zeta function in exponential formProved

    Sep 2026

  • Character expansion of the Frobenius von Mangoldt seriesProved

    Sep 2026

  • Sets of density zero are negligibleProved

    Sep 2026

  • The analytic Euler productProved

    Sep 2026

  • The coefficient identity for the logarithmic derivativeProved

    Sep 2026

  • The logarithmic derivative of the L-series, as a prime-power seriesProved

    Sep 2026

  • A uniform lower bound for the elements of order divisible by fProved

    Sep 2026

  • Euler's product formula for the elements of order divisible by fProved

    Sep 2026

  • A cyclotomic extension over the fixed field of a tagged automorphismProved

    Sep 2026

  • Recovering prime counts from logarithmic weightsProved

    Sep 2026

  • A linearly bounded integrand leaves a negligible remainderProved

    Sep 2026

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