Speaker
Pavel Hrabák
(Department of Mathematics, FIT Czech Technical University in Prague)
Description
The steady-state distribution of Totally Asymmetric Simple
Exclusion Process (TASEP) model has been studied by means of Matrix
Product Ansatz (MPA) for variety of updates: random-sequential,
parallel, backward-sequential. However, the newly developed generalized
update has been studied very poorly. The contribution summarizes the
principle of MPA and defines the equations following from the MPA
concept. Two different solutions of the matrix algebra are presented: by
Hrabák and Krbálek (2014) from unpublished PhD Thesis, and Brankov et.
al (2017). Both concepts are compared and (dis)advantages and
limitations discussed.
Primary author
Pavel Hrabák
(Department of Mathematics, FIT Czech Technical University in Prague)
Peer reviewing
Paper
Paper files:
