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Postdoctorado

Pontificia Universidad Católica de Chile

Santiago, Chile

Spectral Theory for operators on discrete spaces. Geometric perturbation effects on spectral properties. Discrete differential operators.

Visiting Research Associate Full Time

Universidad de Tokyo

Tokyo, Japón

2018 - 2019
Docente a honorarios Part Time

Universidad Técnica Federico Santa María

Santiago, Chile

2017 - 2018
Docente a honorarios Part Time

Pontificia Universidad Católica de Chile

Santiago, Chile

2017 - 2018
Postdoctorante Anillo SOC 180025: Matemáticas & Género Full Time

Pontificia Universidad Católica de Chile

Chile

2020 - 2021
Postdoctorado FONDECYT Full Time

Universidad de Santiago de Chile

Santiago, Chile

2021 - A la fecha


Spectral asymptotics at thresholds for a Dirac-type operator on Z2 Miranda, Pablo Article ISI SCOPUS Journal of Functional Analysis (2023)
Eigenvalue and Resonance Asymptotics in Perturbed Periodically Twisted Tubes: Twisting Versus Bending Article ISI SCOPUS Annales Henri Poincare (2020)
Spectral and scattering theory for Schrodinger operators on perturbed topological crystals Article ISI Reviews in Mathematical Physics (2018)
Does Levinson's theorem count complex eigenvalues? Nicoleau, F. Article ISI JOURNAL OF MATHEMATICAL PHYSICS (2017)
Spectral and scattering theory for Gauss-Bonnet operators on perturbed topological crystals Article ISI JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS (2017)
Continuity of the spectra for families of magnetic operators on Article ISI ANALYSIS AND MATHEMATICAL PHYSICS (2016)
Compactness criteria in Banach spaces in the setting of continuous frames Parra, Daniel Article Banach Journal of Mathematical Analysis (2014)

PROFESOR ASISTENTE

MATEMÁTICA Y CIENCIA DE LA COMPUTACIÓN

Universidad de Santiago de Chile

Santiago, Chile

Postdoctorado

Facultad de Matemáticas

Pontificia Universidad Católica de Chile

Santiago, Chile