JOSÉ EDGAR MADRIZ AGUILAR
Resumen curricular:
El Dr. Edgar es profesor del CUCEI de la Universidad de Guadalajara. Es Licenciado en Ciencias Físico Matemáticas, Maestría en Ciencias en el área... Ver más
El Dr. Edgar es profesor del CUCEI de la Universidad de Guadalajara. Es Licenciado en Ciencias Físico Matemáticas, Maestría en Ciencias en el área de Física y Doctor en Ciencias en el Área de Física, tiene un postdoctorado en la Universidade Federal da Paraíba en João Pessoa Brasil, otro en la Facultad de Ciencias Exactas y Naturales de la Universidad Nacional de Mar del Plat Argentina y otro en el Física de la Universidad de Guanajuato. Es SNI nivel 2 y cuenta con 50 artículos de investigación. Sus líneas de investigación incluyen Gravitación y Cosmología, Geometría Diferencial, Teorías de Gravitación en dimensiones extra, Modelos de Inflación estocástica del universo temprano, Teoría Cuántica de Campos en espacios-tiempo curvos. Ver menos
Perfil de Investigador SNII:
Perfil PRODEP:
Bases de datos bibliográficas:
Publicaciones del académico:
- Non-perturbative gauge invariant scalar fluctuations of the metric in Higgs inflation from complex geometrical scalar–tensor theory of gravity
- Extending Λ ( t ) - CDM to the inflationary epoch using dynamical foliations and a pre-inflationary vacuum energy from 5D geometrical vacuum as a unifying …
- Extending $$\Lambda (t)-$$CDM to the inflationary epoch using dynamical foliations and a pre-inflationary vacuum energy from 5D geometrical vacuum as a unifying mechanism
- Extending $$\Lambda (t)-$$CDM to the inflationary epoch using dynamical foliations and a pre-inflationary vacuum energy from 5D geometrical vacuum as a unifying mechanism
- Extending Λ (t) - CDM to the inflationary epoch using dynamical foliations and a pre-inflationary vacuum energy from 5D geometrical vacuum as a unifying mechanism
- Non-perturbative gauge invariant scalar fluctuations of the metric in Higgs inflation from complex geometrical scalar–tensor theory of gravity
- Extending $$\Lambda (t)-$$CDM to the inflationary epoch using dynamical foliations and a pre-inflationary vacuum energy from 5D geometrical vacuum as a unifying mechanism
- Scalar field unification of interacting viscous dark fluid from a geometrical scalar–tensor theory of gravity
- Extending CDM to the inflationary epoch using dynamical foliations and a pre-inflationary vacuum energy from 5D geometrical vacuum as a unifying mechanism
- Higgs inflation in complex geometrical scalar-tensor theory of gravity
- Aspects of (4 + 4)-Kaluza-Klein type theory
- Relativistic quantum geometry from a 5D geometrical vacuum: gravitational waves from preinflation
- Gravitoelectromagnetic inflation and seeds of cosmic magnetic fields from geometrical Weyl-invariant scalar–tensor theory of gravity
- Gauge invariant fluctuations of the metric during inflation from a new scalar-tensor Weyl-integrable gravity model
- Gravitational waves from a Weyl-Integrable manifold: A new formalism
- Gravitational waves and magnetic monopoles during inflation with Weitzenböck torsion
- New effective coupled F(<sup>(4)</sup>R, φ) modified gravity from f(<sup>(5)</sup>R) gravity in five dimensions
- (2+1)-dimensional gravity in Weyl integrable spacetime
- New effective coupled modified gravity from gravity in five dimensions
- New effective coupled [Formula omitted] modified gravity from [Formula omitted] gravity in five dimensions