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Multidimensional local residues and holonomic D-modules(Singularities and Complex Analytic Geometry)

Multidimensional local residues and holonomic D-modules(Singularities and Complex Analytic Geometry)
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Local classification of varieties in the symplectic space (The second Japanese-Australian Workshop on Real and Complex Singularities)

Local classification of varieties in the symplectic space (The second Japanese-Australian Workshop on Real and Complex Singularities)
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Singularity propagation of compressible perfect fluid in a complex domain (Recent development of micro-local analysis for the theory of asymptotic analysis)

Singularity propagation of compressible perfect fluid in a complex domain (Recent development of micro-local analysis for the theory of asymptotic analysis)
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Local Transformations with Fixed Points on Complex Spaces with Singularities [PDF]

Proceedings of the National Academy of Sciences of the United States of America, 1952
S Bochner
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Singularities of complex surfaces with solvable local fundamental group

Topology, 1972
Philip Wagreich
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On the vanishing of local homotopy groups for isolated singularities of complex spaces.

Journal Fur Die Reine Und Angewandte Mathematik, 1981
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Calculation of the relative local monodromy for singularities of complex hypersurfaces

Functional Analysis and Its Applications, 1975
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Perfect graphs and complex surface singularities with perfect local fundamental group

Tohoku Mathematical Journal, 1989
An isolated singularity x of a complex surface (X,\({\mathcal O}_ x)\) is \textit{perfect}, or \textit{homological trivial}, if the local fundamental group \(\pi_ 1(\partial U_ x)\) is a perfect group, where \(U_ x\) is a contractible neighborhood of x in X.
Daniel Drucker
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A Quick Trip into Local Singularities of Complex Curves and Surfaces

Lecture Notes in Mathematics, 2020
In these notes we give a summary of some of the properties of curve and surface singularities needed in the study of Lipschitz geometry of singular varieties. In particular, we describe normalization and resolution processes, and we introduce the concepts of polar curves and exceptional tangents for surfaces.
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Localized singular boundary method for the simulation of large-scale problems of elliptic operators in complex geometries

Computers & Mathematics with Applications, 2022
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Ji Lin 0001, Lin Qiu, Fajie Wang
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