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math.AG2015
Higher dimensional Lemniscates: the geometry of particles in -space with logarithmic potentials
Ingrid Bauer, Fabrizio Catanese, Antonio Jose Di Scala
We prove some basic theorems concerning lemniscate configurations in an Euclidean space of dimension . Lemniscates are defined as follows. Given m points in $\mat…
math.DG2015
Mok's characteristic varieties and the normal holonomy group
Antonio J. Di Scala, Francisco Vittone
In this paper we complete the study of the normal holonomy groups of complex submanifolds (non nec. complete) of Cn or CPn. We show that irreducible but non transitive normal holon…