371 citations · 3.6k across the 151 of their papers we have counts for
151 papers
Large deviations for trajectory observables of diffusion processes in dimension in the double limit of large time and small diffusion coefficient
Cecile Monthus
For diffusion processes in dimension , the statistics of trajectory observables over the time-window can be studied via the Feynman-Kac deformations of the Fokker-Plan…
Inverse problem in the conditioning of Markov processes on trajectory observables : what canonical conditionings can connect two given Markov generators ?
Cecile Monthus
In the field of large deviations for stochastic dynamics, the canonical conditioning of a given Markov process with respect to a given time-local trajectory observable over a large…
Large deviations at level 2.5 and for trajectories observables of diffusion processes : the missing parts with respect to their random-walks counterparts
Cecile Monthus
Behind the nice unification provided by the notion of the level 2.5 in the field of large deviations for time-averages over a long Markov trajectory, there are nevertheless very im…
Revisiting boundary-driven non-equilibrium Markov dynamics in arbitrary potentials via supersymmetric quantum mechanics and explicit large deviations at various levels
Cecile Monthus
For boundary-driven non-equilibrium Markov models of non-interacting particles in one dimension, either in continuous space with the Fokker-Planck dynamics involving an arbitrary f…
Large deviations for the Pearson family of ergodic diffusion processes involving a quadratic diffusion coefficient and a linear force
Cecile Monthus
The Pearson family of ergodic diffusions with a quadratic diffusion coefficient and a linear force are characterized by explicit dynamics of their integer moments and by explicit r…
On the Kemeny time for continuous-time reversible and irreversible Markov processes with applications to stochastic resetting and to conditioning towards forever-survival
Alain Mazzolo, Cecile Monthus
For continuous-time ergodic Markov processes, the Kemeny time is the characteristic time needed to converge towards the steady state : in real-space, the Kemeny time…