Antonio Daniel Rivera López

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Nivel: Profesor Asociado C
SNI: I
Departamento: Matemáticas
Líneas de Investigación: Matrices casi Cartan. Álgebras de Lie complejas semisimples
Formación Doctor en Matemáticas, UNAM.
Correo: darivera@uaem.mx
Extensión: 3678
Redes: Perfil Google Scholar

Publicaciones arbitradas

2019
6. Pérez, Claudia;Rivera, Daniel; Serre type relations for complex semisimple Lie algebras associated to positive definite quasi-Cartan matrices. Linear Algebra and its Applications. 2019, 567 (14 - 44) doi.org/10.1016/j.laa.2018.12.032
2018
5. Pérez, C., Rivera, D.; Graphical characterization of positive definite non symmetric quasi-Cartan matrices. Discrete Mathematics. 2018, 341 5 (1215 - 1224) 10.1016/j.disc.2018.01.013
4. Pérez, Claudia; Abarca, Mario; Rivera, Daniel; Cubic algorithm to compute the dynkin type of a positive definite quasi-cartan matrix. Fundamenta Informaticae. 2018, 158 4 (369 - 384) 10.3233/FI-2018-1653
2016
3. Rivera, M Abarca and D; Graph theoretical and algorithmic characterizations of positive definite symmetric quasi-cartan matrices. Fundamenta Informaticae. Grażyna Domańska-Żurek. 2016, 149 3 (241 - 261) 10.3233/FI-2016-1448
2. Wady A. Rios Herrera Daniel Rivera López, and Markus F. Müller, Joaquín Escalona; On the estimation of phase synchronization, spurious synchronization and filtering. Chaos: An Interdisciplinary Journal of Nonlinear Science. 2016, 26 12 (1 - 12) 10.1063/1.4970522
2007
1. Rivera, M Barot and D; Generalized serre relations for lie algebras associated with positive unit forms. Journal of Pure and Applied Algebra. I. Reiten. 2007, 211 2 (360 - 373)

Libros, capítulos de libros y publicaciones no arbitradas