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Currently displaying 1 – 6 of 6

Order by Relevance | Title | Year of publication

Arithmetic Monodromy Groups.

Wolfgang Ebeling — 1983

Mathematische Annalen

Quadratische Formen und Monodromiegruppen von Singularitäten.

Wolfgang Ebeling — 1981

Mathematische Annalen

An arithmetic characterisation of the symmetric monodromy groups of singularities.

Wolfgang Ebeling — 1984

Inventiones mathematicae

An example of two homeomorphic, nondiffeomorphic complete intersection surfaces.

Wolfgang Ebeling — 1990

Inventiones mathematicae

Homology Hopf surfaces

Wolfgang Ebeling; Christian Okonek — 1994

Compositio Mathematica

An Algebraic Formula for the Index of a Vector Field on an Isolated Complete Intersection Singularity

H.-Ch. Graf von Bothmer; Wolfgang Ebeling; Xavier Gómez-Mont — 2008

Annales de l’institut Fourier

Let $(V, 0)$ be a germ of a complete intersection variety in $ℂ^{n + k}$ , $n > 0$ , having an isolated singularity at $0$ and $X$ be the germ of a holomorphic vector field having an isolated zero at $0$ and tangent to $V$ . We show that in this case the homological index and the GSV-index coincide. In the case when the zero of $X$ is also isolated in the ambient space $ℂ^{n + k}$ we give a formula for the homological index in terms of local linear algebra.

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