Embedded Files
Eigenvalue asymptotics near a flat band in the presence of a slowly decaying potential
To appear in Asymptotic Analysis
(with Pablo Miranda)
2411.01335v1.pdfTopological Levinson’s theorem in presence of embedded thresholds and discontinuities of the scattering matrix: A quasi-1D example
Review in Mathematical Physics, Online Ready
(with V. Austen, A Rennie, and S. Richard)
[9]Austen, Parra, Rennie & Richard ; Topological Levinson's Theorem in prescence of embedded thresholds and .pdfContinuum limit for a discrete Hodge-Dirac on square lattices
Letters in Mathematical Physics, 113(2), 2023.
(with Pablo Miranda)
[8] Miranda & Parra ; Continuum Limit for a discrete Hodge-Dirac operator on square lattices.pdfSpectral asymptotics at thresholds for a Dirac-type operator on Z^2
Journal of Functional Analysis, 284(2), 2023.
(With Pablo Miranda and Georgi Raikov)
[7] Miranda, Parra & Raykov ; Spectral asymptotics at thresholds for a Dirac-type operator on ℤ^2.pdfEigenvalue and Resonance Asymptotics in perturbed periodically twisted tubes: Twisting versus Bending
Ann. Henri Poincaré, 21, 2020.
(With Vincent Bruneau, Pablo Miranda, and Nicolas Popoff)
[6] Bruneau, Miranda, Parrra & Popoff ; Eigenvalue and Resosance Asymptotics in Perturbed.pdfSpectral and scattering theory for Schrödinger operators on perturbed topological crystals
Review in Mathematical Physics, 30, 2018.
(With Serge Richard)
[5] Parra & Richard ; Spectral and scattering theory for Schrödinger operators on perturbed topological crystals.pdfDoes Levinson’s theorem count complex eigenvalues?
Journal of Mathematical Physics, 58, 2017.
(With Francois Nicoleau and Serge Richard)
[4] Nicoleau, Parra & Richard ; Does Levinson's theorem count complex eigenvalues ?.pdfSpectral and scattering theory for Gauss-Bonnet operators on perturbed topological crystals
Journal of Mathematical Analysis and Applications, 452(2), 2017.
[3] Parra ; Spectral and scattering theory for Gauss-Bonnet operators on perturbed topological crystals.pdfContinuity of the spectra for families of magnetic operators on Z^d
Analysis and Mathematical Physics, 6(4), 2016.
(With Serge Richard)
[2] Parra & Richard ; Continuity of the spectra for families of magnetic operators on ℤ^d.pdfCompactness criteria in Banach spaces in the setting of continuous frames
Banach Journal of Mathematical Analysis, 8(2), 2014.
(With Marius Măntoiu)
[1] Mantoiu & Parra ; Compactness criteria in Banach spaces in the setting of continuos frames.pdfPage updated
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