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International Conference "Analytic Theory of Differential and Difference Equations" Dedicated to the Memory of Andrey Bolibrukh
January 29, 2021 17:00, online, Moscow
 


Nilpotent singularities of foliations of generalized Poincaré–Dulac type

Jorge Mozo

University of Valladolid
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MP4 171.1 Mb

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Abstract: We will review several results concerning nilpotent singularities of holomorphic foliations in dimension two, and we shall focus in some recent work being done in the case when, in the reduction of singularities of such a foliation, a singularity of Poincaré–Dulac type appears. It is a case that apparently has not been treated yet by the different authors who have studied these singularities.
It is work in progress, in collaboration with Percy Fernández (PUCP, Peru).

Language: English
 
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