- Preferential attachment random graphs: I am interested in random graph models capable of producing graphs obeying power-law degree distribution. I am also interested in questions related to the random graph structures such as diameter, cliques, clustering…
- Random walks on random environments: I am interested in random walk models such that the walker may interact and modify its environments. Here I would like to understand the recurrence/transience dichotomy, ballisticity and other phenomena.
- 2020 – current. Visiting Assistant Professor at University of Colorado Boulder
- 2018- 2020. Post-doctoral fellow at Pontificia Universidad Católica de Chile
Under supervision of Alejandro Ramirez - 2016- 2018: Post-doctoral fellow at IMPA
Under supervision of Roberto. Imbuzeiro Oliveira - 2012-2016: Ph.D. at Universidade Federal de Minas Gerais
Advised by Remy Sanchis
Click in the paper’s title for more information
Computable criteria for ballisticity of random walks in elliptic random environment – 2021
with Alejandro F. Ramírez (PUC Chile)
Spread of Infection over P.A. random graphs with edge insertion – 2021
with C. Alves (Alfréd Rényi Institute of Mathematics)
Asymptotic results of a multiple-entry reinforcement process – 2021
with C. Alves (U. Leipzig) and D. Valesin (U. Groningen) – preprint
Tree Builder Random Walk: recurrence, transience and ballisticity – 2019
with G. Iacobelli (UFRJ), G. Valle (UFRJ) and L. Zuaznabar (UFSCar) – accepted for publication at Bernoulli
Diameter of P.A. Random Graphs with Edge-Steps Functions – 2019
with C. Alves (U. Leipzig) and R. Sanchis (UFMG) – Random Structures & Algorithms
Agglomeration in a preferential attachment random graph with edge-steps – 2019
with C. Alves (U. Leipzig) and R. Sanchis (UFMG) – accepted for publication at Journal of Applied Probability
Concentration in the Generalized Chinese Restaurant Process – 2018
with A. Pereira (UFAL) and R. I. Oliveira (IMPA)
On a random walk that grows its own tree – 2017
with D. Figueiredo (UFRJ), G. Iacobelli (UFRJ), B. Reed (McGill) and R. I. Oliveira (IMPA) – accepted for publication at Electronic Journal of Probability
Preferential Attachment Random Graphs with Edge-Steps Functions – 2017
with C. Alves (University of Leipzig) and R. Sanchis (UFMG) – Journal of Theoretical Probability
Disparity of Clustering Coefficients in the Holme-Kim Network Model – 2017
with R. I. Oliveira (IMPA) and R. Sanchis (UFMG) – Advances in Applied Probability
Large Communities in a Scale-free Network – 2017
with C. Alves (U. Leipzig) and R. Sanchis (UFMG) – Journal of Statistical Physics
