Organizadores:
Allan Freitas (UFPB)
Diego Catalano Ferraioli (UFBA)
Fábio Reis (UFPE)
Flávio França Cruz (URCA)
Ivaldo Nunes (UFMA)
Leandro Pessoa (UFPI)
Maria Andrade (UFS)
Marcos Antonio Velasquez (UFCG)
Marcos Petrucio Cavalcante (UFAL)
Rafael Montezuma (UFC)
Ronaldo Freire (UFRN)
16 de dezembro de 2021
Eurípedes Silva, Instituto Federal do Ceará
Mediador: Rafael Montezuma
Mediador:
Horário: 10:00
Link de acesso ao Google Meet: TBA
Título: Bi-Lipschitz invariance of the relative multiplicities and an application to Bernstein-type result
Resumo: In this talk we prove that the relative multiplicities at infinity of semialgebraic sets are invariant under bi-Lipschitz homeomorphism at infinity. As an application we recover the Bernstein result proved by Fernandes and Sampaio which says that a pure dimensional complex algebraic set that is bi-Lipschitz homeomorphism at infinity to an Euclidian space must be an affine linear space.
TBA de TBA de 2021
TBA, TBA
Mediador:
Mediador:
Horário:
Link de acesso ao Google Meet: TBA
Título: TBA
Resumo: TBA