Título
Transform of Riccati equation of constant coefficients through fractional procedure
11627/349311627/3493
Autor
Rosu Barbus, Haret-Codratian
Madueño, A. L.
García Díaz, José Socorro
Resumen
"We use a particular fractional generalization of the ordinary differential equations that we apply to the Riccati equation of constant coefficients. By this means the latter is transformed into a modified Riccati equation with the free term expressed as a power of the independent variable which is of the same order as the order of the applied fractional derivative. We provide the solutions of the modified equation and employ the results for the case of the cosmological Riccati equation of FRW barotropic cosmologies that has been recently introduced by Faraoni."
Fecha de publicación
2003Tipo de publicación
articleDOI
https://doi.org/10.1088/0305-4470/36/4/316Área de conocimiento
FÍSICAEditor
IOP PublishingPalabras clave
FOKKER-PLANCK EQUATIONANOMALOUS DIFFUSION
COSMOLOGICAL FLUIDS
DYNAMICS