Pages that link to "Item:Q2834804"

The following pages link to Koornwinder polynomials and the stationary multi-species asymmetric exclusion process with open boundaries (Q2834804):

Displaying 19 items.

• The phase diagram for a multispecies left-permeable asymmetric exclusion process (Q1730996) (← links)
• An algebraic construction of duality functions for the stochastic \(\mathcal U_q(A_n^{(1)})\) vertex model and its degenerations (Q1749260) (← links)
• Stationary distributions of the multi-type ASEP (Q2184604) (← links)
• Integrable structure of multispecies zero range process (Q2360312) (← links)
• Multispecies TAZRP and modified Macdonald polynomials (Q2680936) (← links)
• Modified Macdonald polynomials and the multispecies zero-range process. I (Q2695969) (← links)
• Matrix product construction for Koornwinder polynomials and fluctuations of the current in the open ASEP (Q3302938) (← links)
• A mass transport model with a simple non-factorized steady-state distribution (Q3303082) (← links)
• Rényi entropy of the totally asymmetric exclusion process (Q4599345) (← links)
• One-dimensional partially asymmetric simple exclusion process with open boundaries: orthogonal polynomials approach (Q4947831) (← links)
• Matrix product solution to multi-species ASEP with open boundaries (Q4964535) (← links)
• <i>T</i>-<i>Q</i> relations for the integrable two-species asymmetric simple exclusion process with open boundaries (Q5006885) (← links)
• Combinatorial mappings of exclusion processes (Q5060423) (← links)
• The phase diagram for a class of multispecies permissive asymmetric exclusion processes (Q5857469) (← links)
• Mixing times for the simple exclusion process with open boundaries (Q6103994) (← links)
• Open 2-TASEP with integrable boundaries (Q6561808) (← links)
• An exactly solvable asymmetric \(K\)-exclusion process (Q6580028) (← links)
• Approximating the stationary distribution of the ASEP with open boundaries (Q6585677) (← links)
• Rhombic staircase tableaux and Koornwinder polynomials (Q6623329) (← links)