Analyticity and Singularity Sets
Federica Andreano
Abstract
Federica Andreano
Abstract
The problem of approximating singularity sets by analytic varieties has been considered by several authors. The present work deals with singularity sets projecting over a finitely connected domain. The results obtained in these cases allow us to prove the existence of a Riemann surface in a neighborhood of a two-sheeted singularity set.
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The problem of approximating singularity sets by analytic varieties has been considered by several authors. The present work deals with singularity sets projecting over a finitely connected domain. The results obtained in these cases allow us to prove the existence of a Riemann surface in a neighborhood of a two-sheeted singularity set.
Key concepts: Singularity, Mathematics, Essential singularity, Pure mathematics, Domain (mathematical analysis), Set (abstract data type), Riemann surface, Mathematical analysis