Palestras e Seminários
23/01/2024
16:30
Auditório Luiz Antônio Fávaro
Palestrante: Maria Elenice Rodrigues Hernandes
https://matematicaverao.wordpress.com/
Responsável: Thaís Jordão (Este endereço de email está sendo protegido de spambots. Você precisa do JavaScript ativado para vê-lo.)
Programa de Verão em Matemática ICMC 2024
Resumo: In the local study of parameterized curves, surfaces or more generally complex map-germs, invariants with respect to some equivalence relation are important tools to characterize or classify these objects. For example, the class of $G$-finitely determined (or $G$-finite) map-germs is the focus of interest of many authors, where $G$ is a group of diffeomorphisms. If a map-germ is $G$-finite, then it is $G$-equivalent to a polynomial map-germ. For $G$ a Mather group, the Infinitesimal Criterion of finite determinacy guarantees that a map-germ is $G$-finitely determined if and only if a special invariant is finite. Our purpose in this talk is to present some algebraic tools to classify finitely determined monomial map-germs using essentially the so-called delta invariant, which is a classical invariant in the study of curves. We will illustrate the concepts and results with some examples. This is a joint work with Maria Aparecida Soares Ruas.
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site do evento: https://matematicaverao.wordpress.com/
