Alberto Mizrahy Campos
Postdoc
Universität Augsburg
Alberto Mizrahy Campos
Postdoc
Universität Augsburg
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Postdoc
Universität Augsburg
I'm a Brazilian mathematician. I hold an electrical technician degree from CEFET-MG (2015), a Bachelor's degree in Mathematics from UFMG (2018), a Master's degree in Mathematics from UFMG (2019) oriented by Bernardo N.B. de Lima , a Ph.D. (2024) in Mathematics from IMPA oriented by Augusto Q. Teixeira, and I am currently a Postdoctoral researcher at the University of Augsburg in Germany, suppervised by Markus Heydenreich.
I'm a Brazilian mathematician. I hold an electrical technician degree from CEFET-MG (2015), a Bachelor's degree in Mathematics from UFMG (2018), a Master's degree in Mathematics from UFMG (2019) oriented by Bernardo N.B. de Lima , a Ph.D. (2024) in Mathematics from IMPA oriented by Augusto Q. Teixeira, and I am currently a Postdoctoral researcher at the University of Augsburg in Germany, suppervised by Markus Heydenreich.
My research focuses on probability, trying to bring order to random environments. I have worked with Percolation (long-range), Random Walks, Covering Processes, Markov Chain (compass model).
My research focuses on probability, trying to bring order to random environments. I have worked with Percolation (long-range), Random Walks, Covering Processes, Markov Chain (compass model).
Published Works
[1] Campos, A. M. and de Lima, B. N. B. (2022). Truncation of long-range percolation models with square non-summable interactions. ALEA 19 1025.
Works in Progress
[1] Campos, A. M. (2024). First order of the renewal covering of the natural numbers. (Arxiv)
[2] Campos, A. M. and Campos, T. P. R. (2023). Random walk in a rotational environment. (Arxiv)
[3] Campos, A. M. and Teixeira, A. (2024). Covering Distributions. (Arxiv)
[4] Campos, A. M. and Teixeira, A. (202?). Thresholds in high dimensional covering processes
[5] Campos, A. M. and Teixeira, A. (202?). Covering with noise.
[6] Campos, A. M. and de Lima, B. N. B. (202?). The probability of connection between two vertices cannot be monotone with the distance for Bernoulli Percolation on transitive graphs.
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