|Bethe Ansatz and Random Matrices|
|jeudi 27 mai 2004 , 11h00|
|Conférence présentée à l'atelier (2004)|
Recently for many growth models of the KLS universality class the distribution of the height was calculated and it was shown that for late times this relates to the Tracy-Widom distribution of the largest eigenvalues of some Gaussian random matrix ensembles. In the present work we study how this result relates to the Bethe Ansatz solution of a class of asymmetric exclusion processes.