Noticias en español
Postdocs
PhD in Applied Mathematics, Université de Lorraine / Inria Grand Est, France (2023)
Master M2 Mathématiques de l’Aléatoire, Université Paris-Saclay, France (2020)
Master of Engineering Sciences in Applied Mathematics, Universidad de Chile, Chile (2019)
Mathematical Engineering, Universidad de Chile, Chile (2017)
Bachelor of Engineering Sciences, Mention Mathematics, Universidad de Chile, Chile (2015)
Master M2 Mathématiques de l’Aléatoire, Université Paris-Saclay, France (2020)
Master of Engineering Sciences in Applied Mathematics, Universidad de Chile, Chile (2019)
Mathematical Engineering, Universidad de Chile, Chile (2017)
Bachelor of Engineering Sciences, Mention Mathematics, Universidad de Chile, Chile (2015)
Research Area:
Probability and Ergodic Theory
Probability and Ergodic Theory
Research interests:
My research focuses mainly on the interface of probability theory and population dynamics.
My main interest is the study of processes describing the evolution of populations that can be affected by stochastic factors such as reproduction, mating, mutations or infections, and how these factors influence their asymptotic behavior both in long time and/or in large initial population settings. In particular, I am interested in models such as branching processes, individual-based models, and growth-fragmentation processes.
My research focuses mainly on the interface of probability theory and population dynamics.
My main interest is the study of processes describing the evolution of populations that can be affected by stochastic factors such as reproduction, mating, mutations or infections, and how these factors influence their asymptotic behavior both in long time and/or in large initial population settings. In particular, I am interested in models such as branching processes, individual-based models, and growth-fragmentation processes.
nzalduendo (at) dim.uchile.cl
Bio:
I was previously a postdoctoral researcher at INRAE Montpellier, working at the UMR Mistea with Bertrand Cloez, studying the fluctuations of supercritical infinite-dimensional branching processes. My research focuses mainly on the interface of probability theory and population dynamics. Prior to that, I obtained my PhD degree at Université de Lorraine and INRIA Grand Est, under the supervision of Coralie Fritsch and Denis Villemonais, where I worked on the study of bisexual Galton-Watson branching processes.
Personal HomepageI was previously a postdoctoral researcher at INRAE Montpellier, working at the UMR Mistea with Bertrand Cloez, studying the fluctuations of supercritical infinite-dimensional branching processes. My research focuses mainly on the interface of probability theory and population dynamics. Prior to that, I obtained my PhD degree at Université de Lorraine and INRIA Grand Est, under the supervision of Coralie Fritsch and Denis Villemonais, where I worked on the study of bisexual Galton-Watson branching processes.
Comments:
Under the supervision of Prof. Daniel Remenik and Prof. Avelio Sepulveda. This research received funding from CMM - Fundación para el Modelamiento Matemático, Proyecto Basal ANID FB210005.
Under the supervision of Prof. Daniel Remenik and Prof. Avelio Sepulveda. This research received funding from CMM - Fundación para el Modelamiento Matemático, Proyecto Basal ANID FB210005.
