Grünbaum, Francisco Alberto Autor
Tomographic reconstruction with arbitrary directions
- Davison M.
- Grunbaum F.
Communications on Pure and Applied Mathematics - 1/1/1981
- CiteScore: 5,4 (2020)
DIFFERENTIAL OPERATORS COMMUTING WITH FINITE CONVOLUTION INTEGRAL OPERATORS: SOME NON-ABELIAN EXAMPLES.
- Grunbaum F.
- Longhi L.
- Perlstadt M.
SIAM Journal on Applied Mathematics - 1/1/1982
- CiteScore: 2,9 (2020)
A remark on Hilbert's matrix
- Grünbaum F.
Linear Algebra and Its Applications - 1/1/1982
- CiteScore: 2,1 (2020)
The eigenvectors of the discrete Fourier transform: A version of the Hermite functions
- Grünbaum F.
Journal of Mathematical Analysis and Applications - 1/1/1982
- CiteScore: 2,5 (2020)
Limited angle reconstruction problems in x-ray and nmr tomography
- Grünbaum F.
Proceedings of SPIE - The International Society for Optical Engineering - 1/11/1982
- CiteScore: 0,8 (2020)
Differential operators commuting with convolution integral operators
- Grunbaum F.
Journal of Mathematical Analysis and Applications - 1/1/1983
- CiteScore: 2,5 (2020)
A new property of reproducing kernels for classical orthogonal polynomials
- Grünbaum F.
Journal of Mathematical Analysis and Applications - 1/1/1983
- CiteScore: 2,5 (2020)
Orthogonal polynomials and second-order differential equations
- Grünbaum F.
IMA Journal of Applied Mathematics (Institute of Mathematics and Its Applications) - 1/9/1983
- CiteScore: 2,4 (2020)
Commuting differential operators for the finite Laplace transform
- Bertero M.
- Grunbaum F.
Inverse Problems - 1/12/1985
- CiteScore: 3,7 (2020)
Trying to beat heisenberg
- Grünbaum F.
Analysis and Partial Differential Equations: A Collection of Papers Dedicated to Mischa Cotlar - 1/1/1989
The Darboux process and a noncommutative bispectral problem: Some explorations and challenges
- Grünbaum F.
Progress in Mathematics - 1/1/2011
- Cuartil SJR: Q2
- CiteScore: 0,8 (2020)
- SJR: 0,726 (2011)
- SNIP: 1,648 (2011)
- Categorías SJR: Algebra and Number Theory (Q2); Analysis (Q2); Geometry and Topology (Q2)
A further look at time-and-band limiting for matrix orthogonal polynomials
- Castro M.
- Grünbaum F.
- Pacharoni I.
- Zurrián I.
Frontiers In Orthogonal Polynomials and Q-series - 2/02/2018
- Scopus
- ORCID
Occupation Time for Classical and Quantum Walks
- Grünbaum F.A.
- Velázquez L.
- Wilkening J.
Operator Theory: Advances and Applications - 1/1/2021
- CiteScore: 0,7 (2020)
- SJR: 0,27 (2020)
- SNIP: 1,149 (2020)
Diffuse tomography
- Grünbaum F.A.
- Zubelli J.P.
Proceedings of SPIE - The International Society for Optical Engineering - 27/8/1993
- CiteScore: 0,8 (2020)
The magic of the prolate spheroidal functions in various setups
- Grünbaum F.
- Miranian L.
Proceedings of SPIE - The International Society for Optical Engineering - 1/12/2001
- CiteScore: 0,8 (2020)
- SJR: 0,315 (2001)
- SNIP: 0,569 (2001)
- Categorías SJR: Applied Mathematics; Computer Science Applications; Condensed Matter Physics; Electrical and Electronic Engineering; Electronic, Optical and Magnetic Materials
Matrix valued orthogonal polynomials of jacobi type: The role of group representation theory
- Alberto Grünbaum F.
- Pacharoni I.
- Tirao J.
Annales de l'Institut Fourier - 1/1/2005
- CiteScore: 1,6 (2020)
- SJR: 1,024 (2005)
- SNIP: 0,997 (2005)
Orthogonal matrix polynomials satisfying first order differential equations: a collection of instructive examples
- Castro, MM
- Grunbaum, FA
JOURNAL OF NONLINEAR MATHEMATICAL PHYSICS - 1/12/2005
10.2991/jnmp.2005.12.s2.6 Ver en origen
- Cuartil SJR: Q3
- CiteScore: 2,3 (2020)
- SJR: 0,361 (2005)
- SNIP: 0,708 (2005)
- Categorías SJR: Statistical and Nonlinear Physics (Q3); Mathematical Physics (Q4)
- Scopus
- ORCID
- Web of Science
A spectral weight matrix for a discrete version of Walsh’s spider
- Grünbaum F.
Operator Theory: Advances and Applications - 1/1/2010
- Cuartil SJR: Q4
- CiteScore: 0,7 (2020)
- SJR: 0,247 (2010)
- SNIP: 0,405 (2010)
- Categorías SJR: Analysis (Q4)
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Índice h
Scopus: 29
Web of Science: 9
Índice i10
Scopus: 66
Web of Science: 9
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Proyectos de investigación en la UAL
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Acrónimo MTM2017-89941-PDesde: 1 de enero de 2018Hasta: 31 de diciembre de 2021Financiado por: MECImporte de financiación: 72.600,00 EURRol: Equipo de trabajo