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Jose Brox
Jose Brox
Investigador posdoctoral
Verified email at uva.es
Title
Cited by
Cited by
Year
Cycles in Leavitt path algebras by means of idempotents
G Aranda Pino, J Brox, M Siles Molina
Forum Mathematicum 27 (1), 601-633, 2015
142015
Jordan algebras at Jordan elements of semiprime rings with involution
J Brox, E García, MG Lozano
Journal of Algebra 468, 155-181, 2016
112016
Clifford elements in Lie algebras
J Brox, AF López, MG Lozano
J. Lie Theory 27 (1), 283-296, 2017
92017
Inner ideals of Lie algebras of skew elements of prime rings with involution
J Brox, A López, M Gómez Lozano
Proceedings of the American Mathematical Society 144 (7), 2741-2751, 2016
82016
A description of ad-nilpotent elements in semiprime rings with involution
J Brox, E García, MG Lozano, RM Alcázar, GV de Salas
Bulletin of the Malaysian Mathematical Sciences Society 44, 2577-2602, 2021
62021
Inverses of k-Toeplitz matrices with applications to resonator arrays with multiple receivers
J Alberto, J Brox
Applied Mathematics and Computation 377, 125185, 2020
62020
Ad-Nilpotent Elements of Skew Index in Semiprime Rings with Involution
J Brox, E García, M Gómez Lozano, R Muñoz Alcázar, G Vera de Salas
Bulletin of the Malaysian Mathematical Sciences Society 45 (2), 631-646, 2022
42022
Inner Ideals of the Lie algebra of the skew elements of centrally closed prime algebra with a ring involution
J Brox, AF Lopez
Journal of Lie Theory 12, 23-56, 2012
12012
Identities in prime rings
J Brox
TEMat monográficos 2, 179-182, 2021
2021
The inverse of a tridiagonal -Toeplitz matrix
H Albuquerque, J Brox
arXiv preprint arXiv:2106.13157, 2021
2021
THE DETERMINANT, SPECTRAL PROPERTIES, AND INVERSE OF A TRIDIAGONAL k-TOEPLITZ MATRIX OVER A COMMUTATIVE RING
J Brox, H Albuquerque
arXiv preprint arXiv:2106.13157, 2021
2021
There are no nontrivial two-sided multiplicative (generalized)-skew derivations in prime rings
J Brox
arXiv preprint arXiv:2007.08013, 2020
2020
Higher polynomial identities for mutations of associative algebras
MR Bremner, J Brox, J Sánchez-Ortega
arXiv preprint arXiv:1812.05481, 2018
2018
Algorithms for Grimm's conjecture
J Brox, G Paseman
Fourth EACA International School on Computer Algebra and its Applications, 1, 2018
2018
An Elemental Characterization of Orthogonal Ideals in Lie Algebras
J Brox, E García, MG Lozano
Mediterranean Journal of Mathematics 11 (4), 1061-1067, 2014
2014
A DESCRIPTION OF AD-NILPOTENT ELEMENTS IN LIE ALGEBRAS ARISING FROM SEMIPRIME RINGS WITH INVOLUTION
J BROX, E GARCÍA, MG LOZANO, RM ALCÁZAR, GV DE SALAS
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Articles 1–16