A removability result for separately subharmonic functions

Juhani Riihentaus


Blanchet has shown that a 2 subharmonic function can be extended throught a 1 hypersurface provided the function satisfies certain 1 type continuity condtions on the exceptional hypersurface. Recently we improved Blanchet's result by measuring the exceptional set with the aid of Hausdorff measure. Now we give a related extension result for separately subharmonic functions.

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DOI: http://dx.doi.org/10.30970/vmm.2018.85.060-065


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