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Continuity and Radon–Nikodym conjecture for Nevanlinna counting functions on the Shilov boundary
Continuity and Radon–Nikodym conjecture. The values $\tau_\varphi(z_\alpha)$ converge for every such net, so this limit defines $\tau_\varphi$ on $\mathfrak{M}_{L^{\infty}}$ . Moreo…
Conjectureopenmaximal-ideal-spaces nevanlinna-counting-functions pull-back-measuresarXiv posted 2 days ago

Continuity and Radon–Nikodym conjecture for Nevanlinna counting functions on the Shilov boundary