Título
The three-step master equation: class of parametric stationary solutions
11627/347911627/3479
Autor
Rosu Barbus, Haret-Codratian
Reyes, Marco A.
Valencia Hernández, Felipe
Resumen
"We examine the three-step master equation from the standpoint of the general solution of the associated discrete Riccati equation. We report by this means stationary master solutions depending on a free constant parameter, denoted by D, that should be negative in order to assure the positivity of the solution. These solutions correspond to different discrete Markov processes characterized by the value of D, which is related to specific renormalizations of the transition rates of the chain of states."
Fecha de publicación
2005Tipo de publicación
articleDOI
https://doi.org/10.1007/s10773-005-4829-0Área de conocimiento
FÍSICAEditor
SpringerPalabras clave
Master equationMarkov processes
Discrete Riccati equation