Author

Flavio Mosca

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Preprint Aug 2026

A problem for isolated singularities of surfaces

We study the extension of the conformal structure of a Riemann surface, obtained as a submanifold of $\mathbf R^n$, across an isolated singular point, under hypotheses that are metric rather than analytic. The main result (1989) is that an isolated singularity is $\textbf{conformally point-like}$ (conformal to a punctu...

Flavio Mosca · 0 citations