GARCIA ZENTENO JOSE ANTONIO RAFAEL
SIN INFORMACIÓN · Nivel 2
Desde 1996 es Associated Research en Instituto de Ciencias Nucleares
| Nombre | GARCIA ZENTENO JOSE ANTONIO RAFAEL |
|---|---|
| Área | FÍSICO-MATEMÁTICAS Y CIENCIAS DE LA TIERRA |
| Campo | SIN INFORMACIÓN |
| Disciplina | SIN INFORMACIÓN |
| Especialidad | TEORIA DE CUERDAS SIMETRIAS CAMPOS |
| CVU | 14448 |
| Institución | |
|---|---|
| Dependencia | COORDINACION DE LA INVESTIGACION CIENTIFICA |
| Entidad | CIUDAD DE MEXICO |
| Nivel | 2 |
| Vigencia | Inicio: 01/01/2018 |
| Fin: 31/12/2037 | |
| Categoría: | EXTENSION 15 AÑOS |
Publicaciones ORCID
- 2023
- $$sqrt{Toverline{T}}$$-deformed oscillator inspired by ModMax The European Physical Journal Plus
- 2021
- Vertical extension of Noether theorem for scaling symmetries The European Physical Journal Plus
- 2020
- Vertical extension of Noether Theorem for Scaling Symmetries
- 2019
- Noether Identities, $β$-functions and symmetries in DFT International Journal of Modern Physics AVol. 34, No. 35, 1950234 (2019)
- 2018
- Relativistic Runge-Lenz vector: from ${cal N}=4$ SYM to SO(4) scalar field theory JHEP 10 (2018) 153
- Cusp Anomalous dimension and rotating open strings in AdS/CFT Journal of High Energy Physics
- Wallis formula from the harmonic oscillator Journal of Geometry and Physics
- 2014
- Electric-magnetic duality in (linearized) Hořava-Lifshitz gravity Journal of Physics: Conference Series
- Electric-magnetic duality in linearized Hořava-Lifshitz gravity Physical Review D - Particles, Fields, Gravitation and Cosmology
- Equivalence between Noether symmetries for the standard and enhanced formalisms
