Deok-Sun Lee, Doochul Kim
Published 1999-01-30, updated 1999-02-08Version 2
The large deviation function obtained recently by Derrida and Lebowitz for the totally asymmetric exclusion process is generalized to the partially asymmetric case in the scaling limit. The asymmetry parameter rescales the scaling variable in a simple way. The finite-size corrections to the universal scaling function and the universal cumulant ratio are also obtained to the leading order.
Comments: 10 pages, 2 eps figures, minor changes, submitted to PRE
Journal: Phys. Rev. E, 59 (1999) 6476
Entropy production and large deviation function for systems with microscopically irreversible transitions
Exact calculation of the large deviation function for $k$-nary coalescence
Time-headway distribution for totally asymmetric exclusion process with various updates
