Julio H. Toloza, Ph.D.
Affiliations: | 2005-2008 | Instituto de Investigaciones en Matemáticas Aplicadas y en Sistemas | Universidad Nacional Autónoma de México, Ciudad de México, Mexico |
| 2008- | National Scientific and Technical Research Council (Argentina) | ||
| 2011- | Ingeniería Electrónica | Universidad Tecnológica Nacional (Argentina) |
Area:
Mathematical PhysicsWebsite:
http://ciii.frc.utn.edu.ar/JulioTolozaGoogle:
"Julio Toloza"Mean distance: 14.41 | S | N | B | C | P |
Parents
Sign in to add mentor| George A. Hagedorn | grad student | 2002 | Virginia Tech | |
| (Exponentially accurate error estimates of quasiclassical eigenvalues.) | ||||
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Publications
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| Toloza JH, Uribe A. (2020) Oversampling and aliasing in de Branges spaces arising from Bessel operators Journal of Mathematical Analysis and Applications. 492: 124428 |
| Silva LO, Toloza JH. (2019) Selfadjoint extensions of the multiplication operator in de Branges spaces as singular rank-one perturbations Complex Variables and Elliptic Equations. 64: 1477-1499 |
| Silva LO, Toloza JH, Uribe A. (2019) Oversampling and Undersampling in de Branges Spaces Arising from Regular Schrödinger Operators Complex Analysis and Operator Theory. 13: 2303-2324 |
| Kostenko A, Teschl G, Toloza JH. (2016) Dispersion Estimates for Spherical Schrödinger Equations Annales Henri Poincare. 1-30 |
| Silva LO, Teschl G, Toloza JH. (2015) Singular Schrödinger operators as self-adjoint extensions of N-entire operators Proceedings of the American Mathematical Society. 143: 2103-2115 |
| Silva LO, Toloza JH. (2015) On dB spaces with nondensely defined multiplication operator and the existence of zero-free functions Journal of Mathematical Analysis and Applications. 421: 996-1005 |
| Silva LO, Toloza JH. (2013) The class of n-entire operators Journal of Physics a: Mathematical and Theoretical. 46 |
| Silva LO, Toloza JH. (2013) A Class of {Mathematical expression}-Entire Schrödinger operators Complex Analysis and Operator Theory. 1-19 |
| Pont FM, Osenda O, Toloza JH, et al. (2010) Entropy, fidelity, and double orthogonality for resonance states in two-electron quantum dots Physical Review a - Atomic, Molecular, and Optical Physics. 81 |
| Silva LO, Toloza JH. (2010) On the spectral characterization of entire operators with deficiency indices (1, 1) Journal of Mathematical Analysis and Applications. 367: 360-373 |