[ABE-L] (sem assunto)

[Michel H. Montoril]

Caros,

Gostaríamos de convidar a todos para o próximo seminário conjunto
UFSCar/ICMC-USP, que ocorrerá no dia *19/08*, *às 14h*. Seguem informações
abaixo.

Sintam-se à vontade para divulgar (arquivo em anexo) entre eventuais
interessados.

Saudações,
Michel

*Scheduled for:*
Jul 22, 2022, at 2:00 pm
(GMT-03:00) Brasilia Standard Time - Sao Paulo

*Video call link HERE <https://meet.google.com/icp-hhub-icm>.*

*Speaker:*
Daniel Ungaretti (Universidade Federal do Rio de Janeiro)

*Title:*
Results on the contact process with dynamic edges or under renewals

*Abstract:*
The contact process is a relatively simple model to represent the spread of
an infection in a population. Individuals can be either healthy or infected
and the process evolves in time, allowing for infected individuals to
become healthy and for healthy individuals to be infected by some of their
infected neighbors. The process can be visualized by a graphical
representation that depicts the (random) collection of cure times and
transmission times. I will present two variants of the contact process that
are built by considering different distributions for the cure and
transmission marks in this graphical representation: Contact Process on
Dynamic Edges introduced by Linker and Remenik and a generalization of the
Renewal Contact Process introduced by Fontes, Marchetti, Mountford and
Vares. In both models we will see ideas of how one can verify if there is a
positive probability that the infection survives forever or not, depending
on the model's parameters.

*Bio:*
Graduação e mestrado na UFMG, doutorado pelo IMPA, pós-doc na Unicamp, UFMG
e USP, atualmente professor na UFRJ. Atualmente trabalha com modelos de
percolação, passeios aleatórios e processos de contato.

===============================
/* Michel H. Montoril,
 * Assistant Professor,
 * Department of Statistics,
 * Federal University of São Carlos,
 * São Carlos, SP, 13565-905, Brazil
 */
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