International Workshop on Complex Structures, Integrability and Vector Fields

INTEGRABILITY CONDITION ON THE BOUNDARY PARAMETERS OF THE ASYMMETRIC EXCLUSION PROCESS AND MATRIX PRODUCT ANSATZ

Boyka Aneva

Published Aug 1, 2009• 1 citation

Publisher

DOI: 10.1142/9789814277723_0002

Related papers

On Matrix Product Ansatz for Asymmetric Simple Exclusion Process with Open Boundary in the Singular Case

Włodzimierz Bryc, Marcin Świeca

arXiv:1904.09536Journal of Statistical PhysicsAug 28, 20197 citations

Matrix Product Ansatz for Non-equilibrium Quantum Steady States

Dragi Karevski, Vladislav Popkov, Gunter Markus Schutz

arXiv:1612.03601Springer proceedings in mathematics & statisticsJan 1, 20175 citations

Time-Dependent Matrix Product Ansatz for Interacting Reversible Dynamics

Katja Klobas, Marko Medenjak, Tomaž Prosen +1 more

arXiv:1807.05000Communications in Mathematical PhysicsJul 6, 201942 citations

Time-dependent matrix product ansatz for interacting reversible dynamics

Katja Klobas, Marko Medenjak, Tomaž Prosen +1 more

Nov 29, 201949 citations

SUFFICIENT CONDITION FOR THE EXISTENCE OF INVARIANT STATES FOR THE ASYMMETRIC EXCLUSION QMS

Julio C. García, Roberto B. Quezada, LEOPOLDO PANTALEÓN-MARTÍNEZ

We improve the sufficient condition for existence of invariant states for the Asymmetric Exclusion Quantum Markov Semigroup given in Ref. 5.

Infinite Dimensional Analysis Quantum Probability and Related TopicsJun 1, 20111 citation

INTEGRABILITY OF A t–J MODEL WITH BOUNDARY IMPURITY COUPLING

Shu Chen, Yupeng Wang, Zhan-Ning Hu +1 more

In this paper, we present a t–J model with a boundary impurity coupling term. By selecting the boundary matrix appropriately, the corresponding Hamiltonians are derived in the framework of quantum inverse scattering method and thus the integrability is guaranteed.

Modern Physics Letters BJan 10, 19990 citations