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The Abel map for surface singularities III: Elliptic germs
Nagy, J.; Némethi, A.
(2021-01-01)
(2021-01-01)
The present note is part of a series of articles targeting the theory of Abel maps associated with complex normal surface singularities with rational homology sphere links (Nagy and Némethi in Math Annal 375(3):1427–1487, ...
The Abel map for surface singularities I. Generalities and examples
Némethi, A.; Nagy, J. (2019)
; Nagy, J. (2019)
Abstract. Let (X, o) be a complex normal surface singularity. We fix one of its good resolutions X → X, an effective cycle Z supported on the reduced exceptional curve, and any possible (first Chern) class l′ ∈ H 2 (X , ...
The abel map for surface singularities II. Generic analytic structure
Nagy, J.; Némethi, A. (2019)
(2019)
We study the analytic and topological invariants associated with complex normal surface singularities. Our goal is to provide topological formulae for several discrete analytic invariants whenever the analytic structure ...