Integrability of the multi-species TASEP with species-dependent rates
arXiv:2105.14612 · doi:10.3390/sym13091578
Abstract
Assume that each species has its own jump rate in the multi-species totally asymmetric simple exclusion process. We show that this model is \textit{integrable} in the sense that the Bethe Ansatz method is applicable to obtain the transition probabilities for all possible -particle systems with up to different species.
Published version
References in corpus (7)
- Bethe ansatz and current distribution for the TASEP with particle-dependent hopping rates
- On the asymmetric simple exclusion process with multiple species
- Determinant representation for some transition probabilities in the TASEP with second class particles
- The Transition Probability of the -TAZRP (-Bosons) with Inhomogeneous Jump Rates
- KPZ statistics of second class particles in ASEP via mixing
- Exact Formulas of the Transition Probabilities of the Multi-Species Asymmetric Simple Exclusion Process
- On the TASEP with Second Class Particles