McCarthy’s Hardy-space problem for Dirichlet series
This entry tracks McCarthy’s Hardy-space problem for Dirichlet series.
It sharpens norm-recovery theory in Hardy spaces of Dirichlet series.
Latest development
The paper determines how far bounded analytic continuation can be relaxed in mean-value norm formulas and resolves the relevant abscissa-of-convergence problem.
Editorial caveat
The retrieved abstract does not state the exact formulation of McCarthy’s original question.
References
Primary source
Additional references
- Mean values, order, and convergence in the Hardy space of Dirichlet series — arXiv — Ole Fredrik Brevig, Athanasios Kouroupis
Progress summary
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