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1
Introduction
2
Susma Theorem
3
Foliation by curves
4
Reparameterization
5
Limit cycles
6
Goals
7
Leaf
8
Elementary German
9
An elegant way to define normal forms
10
Direct sum decomposition
11
Normal forms
12
Multivalued functions
13
No resonant monomial
14
Foliation
Description:
Explore advanced mathematical concepts in this graduate-level lecture on singularities of vector fields and differential operators. Delve into topics such as the Susma Theorem, foliation by curves, reparameterization, and limit cycles. Learn about elementary German, normal forms, direct sum decomposition, and multivalued functions. Gain insights into the elegant definition of normal forms and the absence of resonant monomials in foliation. This comprehensive presentation by Daniel Cantergiani Panazzolo from Université de Haute Alsace is part of the Graduate Course on Transseries and Asymptotic Analysis at the Fields Institute.

New Techniques for the Resolution of Singularities of Vector Fields and Differential Operators - Lecture 1

Fields Institute
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