Tail bounds for the O’Connell-Yor polymer
Author:
Affiliation:
1. University of Toronto, Canada
2. Cornell University, United States of America
Publisher
Institute of Mathematical Statistics
Reference28 articles.
1. Alberts, T., Konstantin K., & J. Quastel. (2014). The intermediate disorder regime for directed polymers in dimension 1+1. Ann. Probab., 42, 1212–1256.
2. Baik, J., Buckingham, R., & DiFranco, J. (2008). Asymptotics of Tracy-Widom distributions and the total integral of a Painlevé II function. Communications in Mathematical Physics, 280(2), 463–497.
3. Balázs, M., Cator, E., & Seppäläinen, T. (2006). Cube root fluctuations for the corner growth model associated to the exclusion process. Electronic Journal of Probability, 11, 1094–1132.
4. Basu, R., Ganguly, S., Hammond, A., & Hegde, M. (2022). Interlacing and scaling exponents for the geodesic watermelon in last passage percolation. Communications in Mathematical Physics, 1–69.
5. Borodin, A., Corwin, I., & Ferrari, P. (2014). Free energy fluctuations for directed polymers in random media in 1+1 dimension. Communications on Pure and Applied Mathematics, 67(7), 1129–1214.
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