On two-time distribution functions in (1+1) random directed polymers
arXiv:1603.08945 · doi:10.1088/1751-8113/49/27/27LT01
Abstract
The asymptotic analytic expression for the two-time free energy distribution function in (1+1) random directed polymers is derived in the limit when the two times are close to each other
7 pages
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Cited by in corpus (8)
- On Time Correlations for KPZ Growth in One Dimension
- Tail of the two-time height distribution for KPZ growth in one dimension
- When fast and slow interfaces grow together: connection to the half-space problem of the Kardar-Parisi-Zhang class
- Multi-point distribution of periodic TASEP
- Maximum of an Airy process plus Brownian motion and memory in KPZ growth
- Two-time height distribution for 1D KPZ growth: the recent exact result and its tail via replica
- Analytical Methods and Field Theory for Disordered Systems
- Two-temperature statistics of free energies in (1+1) directed polymers