Email: zurrian(at)famaf(dot)unc(dot)edu(dot)ar
Ignacio Nahuel Zurrián
CONICET
researcher and professor at
Universidad Nacional de Córdoba.
Publications:
Casper, W.R., Grünbaum, F.A., Yakimov, M., Zurrián, I.
Reflective prolate-spheroidal operators and the KP/KdV equations
(2019) Proceedings of the National Academy of Sciences. 116. 201906098. 10.1073/pnas.1906098116.
Calderón, C., González, Y., Pacharoni, I., Simondi, S., Zurrián, I.
2x2 hypergeometric operators with diagonal eigenvalues
(2019) Journal of Approximation Theory, Volume 248, https://doi.org/10.1016/j.jat.2019.105299.
Grünbaum,
F.A., Pacharoni, I., Zurrian, I.
Bispectrality and
Time-Band-Limiting: Matrix valued polynomials
(2018) International
Mathematics Research Notices, rny140, https://doi.org/10.1093/imrn/rny140.
van Diejen, J.F., Emsiz, E., Zurrián, I.
Completeness of the
Bethe Ansatz for an Open q -Boson System with Integrable Boundary
Interactions
(2018) Annales Henri
Poincare, 19 (5), pp. 1349-1384.
Tirao, J., Zurrián, I.
Reducibility of matrix
weights
(2018) Ramanujan
Journal, 45 (2), pp. 349-374.
Castro,
M., Grünbaum, F.A., Pacharoni, I., Zurrián, I.
A further look at
time-and-band limiting for matrix orthogonal polynomials
(2018) Frontiers In
Orthogonal Polynomials and Q-series, 1, pp. 138-153.
Zurrián, I.
The Algebra of
differential operators for a matrix weight: An ultraspherical example
(2017) International
Mathematics Research Notices, 2017 (8), pp. 2402-2430.
Grünbaum, F.A., Pacharoni, I., Zurrian,
I.
Time and band limiting
for matrix valued functions: An integral and a commuting differential operator
(2017) Inverse Problems,
33 (2), art. no. 025005.
Pacharoni, I., Zurrián, I.
Matrix Gegenbauer
Polynomials: The 2 × 2 Fundamental Cases
(2016) Constructive
Approximation, 43 (2), pp. 253-271.
Grünbaum,
F.A., Pacharoni, I., Zurrián, I.N.
Time and band limiting
for matrix valued functions, an example
(2015) Symmetry,
Integrability and Geometry: Methods and Applications (SIGMA), 11, art. no. 044,
14 p.
Tirao,
J.A., Zurrián, I.
Spherical functions of
fundamental K-types associated with the n-dimensional sphere
(2014) Symmetry,
Integrability and Geometry: Methods and Applications (SIGMA), 10, art. no. 071,
.
Pacharoni,
I., Tirao, J., Zurrián, I.
Spherical functions
associated with the three-dimensional sphere
(2014) Annali di Matematica Pura ed Applicata,
193 (6), pp. 1727-1778.
Tirao, J., Zurrián, I.
Spherical functions:
The spheres versus the projective spaces
(2014) Journal of Lie
Theory, 24 (1), pp. 147-157.
With the Oberwolfach football team.