C. Monthus

发表

Matching between typical fluctuations and large deviations in disordered systems: application to the statistics of the ground state energy in the SK spin-glass model

T. Garel, C. Monthus, 2009, 0912.2875.

On the flux distribution in a one dimensional disordered system

A. Comtet, C. Monthus, 1994 .

Diffusion in a one-dimensional random medium and hyperbolic Brownian motion

A. Comtet, C. Monthus, 1995, cond-mat/9506024.

Strong disorder RG approach of random systems

Cecile Monthus, F. Iglói, C. Monthus, 2005, cond-mat/0502448.

Random walkers in one-dimensional random environments: exact renormalization group analysis.

D. Fisher, C. Monthus, P. Le Doussal, 1998, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics.

Models of traps and glass phenomenology

J. Bouchaud, C. Monthus, 1996, cond-mat/9601012.

Random elastic networks: a strong disorder renormalization approach

T. Garel, C. Monthus, 2010, 1010.1627.

Low-temperature dynamics of long-ranged spin-glasses: full hierarchy of relaxation times via real-space renormalization

C. Monthus, 2014, 1405.2179.

Strong disorder RG approach – a short review of recent developments

F. Iglói, C. Monthus, 2018, The European Physical Journal B.

An eigenvalue method for computing the largest relaxation time of disordered systems

T. Garel, C. Monthus, 2009, 0910.4833.

Large deviations for Markov processes with stochastic resetting: analysis via the empirical density and flows or via excursions between resets

C. Monthus, 2020, Journal of Statistical Mechanics: Theory and Experiment.

Large deviations for the density and current in non-equilibrium-steady-states on disordered rings

C. Monthus, 2018, Journal of Statistical Mechanics: Theory and Experiment.

Random cascade models of multifractality: real-space renormalization and travelling waves

T. Garel, C. Monthus, 2010, 1004.1537.

Random Walks and Polymers in the Presence of Quenched Disorder

C. Monthus, 2006, cond-mat/0601332.

Non-equilibrium dynamics of disordered systems: renormalization flow towards an ‘infinite disorder’ fixed point at large times

T. Garel, C. Monthus, 2008, 0804.1847.

Anderson transition on the Cayley tree as a traveling wave critical point for various probability distributions

T. Garel, C. Monthus, 2008, 0811.1422.

Explicit properties of the simplest inhomogeneous matrix-product-state including the Riemann metric of the MPS manifold

C. Monthus, 2019, Journal of Statistical Mechanics: Theory and Experiment.

Dynamical barriers for the random ferromagnetic Ising model on the Cayley tree: traveling-wave solution of the real space renormalization flow

T. Garel, C. Monthus, 2013, 1303.2483.

Anomalous diffusion, localization, aging, and subaging effects in trap models at very low temperature.

C. Monthus, 2003, Physical review. E, Statistical, nonlinear, and soft matter physics.

Conditioning diffusion processes with respect to the local time at the origin

A. Mazzolo, C. Monthus, 2022, 2205.15818.

Conditioning two diffusion processes with respect to their first-encounter properties

A. Mazzolo, C. Monthus, 2022, Journal of Physics A: Mathematical and Theoretical.

Conditioning diffusion processes with killing rates

A. Mazzolo, C. Monthus, 2022, 2204.05607.

Numerical study of the disordered Poland–Scheraga model of DNA denaturation

T. Garel, C. Monthus, 2005, cond-mat/0504094.

Strong disorder renewal approach to DNA denaturation and wetting: typical and large deviation properties of the free energy

C. Monthus, 2016, Journal of Statistical Mechanics: Theory and Experiment.

Properties of the simplest inhomogeneous and homogeneous Tree-Tensor-States for long-ranged quantum spin chains with or without disorder

C. Monthus, 2020, Physica A: Statistical Mechanics and its Applications.

Construction of many-body-localized models where all the eigenstates are matrix-product-states

C. Monthus, 2019, Journal of Statistical Mechanics: Theory and Experiment.

Revisiting classical and quantum disordered systems from the unifying perspective of large deviations

C. Monthus, 2019, The European Physical Journal B.

Low-temperature properties of some disordered systems from the statistical properties of nearly degenerate two-level excitations

C. Monthus, P. Doussal, 2004, cond-mat/0407289.

Conditioning diffusion processes with killing rates

A. Mazzolo, C. Monthus, 2022, Journal of Statistical Mechanics: Theory and Experiment.

Localization Properties in One-Dimensional Disordered Supersymmetric Quantum Mechanics

A. Comtet, C. Monthus, J. Desbois, 1995, cond-mat/9501095.

Joint distribution of two Local Times for diffusion processes with the application to the construction of various conditioned processes

A. Mazzolo, C. Monthus, 2022, 2208.11911.

Conditioning diffusion processes with respect to the local time at the origin

A. Mazzolo, C. Monthus, 2022, Journal of Statistical Mechanics: Theory and Experiment.

Critical weight statistics of the random energy model and of the directed polymer on the Cayley tree.

T. Garel, C. Monthus, 2007, Physical review. E, Statistical, nonlinear, and soft matter physics.

Non-equilibrium diffusions via non-hermitian electromagnetic quantum mechanics with application to the statistics of entropy production in the Brownian gyrator

A. Mazzolo, C. Monthus, 2022, 2210.05353.

Random Walks and Polymers in the Presence of Quenched Disorder

C. Monthus, 2006, cond-mat/0601332.

Ma-Dasgupta renormalization studies of various disordered systems

C. Monthus, 2004, cond-mat/0406334.

Nonlinear response of the trap model in the aging regime: exact results in the strong-disorder limit.

C. Monthus, 2003, Physical review. E, Statistical, nonlinear, and soft matter physics.

On a non-linear fluctuation theorem for the ageing dynamics of disordered trap models

C. Monthus, 2003, cond-mat/0305618.

Anomalous diffusion, localization, aging, and subaging effects in trap models at very low temperature.

C. Monthus, 2003, Physical review. E, Statistical, nonlinear, and soft matter physics.

Statistics of renormalized on-site energies and renormalized hoppings for Anderson localization in two and three dimensions

T. Garel, C. Monthus, 2009, 0905.4127.

On a dynamical model of glasses

J. Bouchaud, A. Comtet, C. Monthus, 1995, cond-mat/9506027.

Electronic addresses:

J. Bouchaud, C. Monthus, 1995 .

Diffusion in a one-dimensional random medium and hyperbolic Brownian motion

A. Comtet, C. Monthus, 1995, Journal of Physics A: Mathematical and General.

Random polymers and delocalization transitions

T. Garel, C. Monthus, 2006, cond-mat/0605448.

Directed polymers and interfaces in random media: free-energy optimization via confinement in a wandering tube.

T. Garel, C. Monthus, 2003, Physical review. E, Statistical, nonlinear, and soft matter physics.

Conditioned diffusion processes with an absorbing boundary condition for finite or infinite horizon.

A. Mazzolo, C. Monthus, 2022, Physical review. E.

Exact solutions for the statistics of extrema of some random 1D landscapes, application to the equilibrium and the dynamics of the toy model

C. Monthus, P. Doussal, 2002, cond-mat/0204168.

Random walkers in one-dimensional random environments: exact renormalization group analysis.

D. Fisher, C. Monthus, P. Le Doussal, 1998, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics.

Strong disorder RG approach – a short review of recent developments

F. Iglói, C. Monthus, 2018, The European Physical Journal B.

Localization properties of the anomalous diffusion phase in the directed trap model and in the Sinai diffusion with a bias.

C. Monthus, 2002, Physical review. E, Statistical, nonlinear, and soft matter physics.

Markov trajectories: Microcanonical Ensembles based on empirical observables as compared to Canonical Ensembles based on Markov generators

C. Monthus, 2022, The European Physical Journal B.

Statistical physics of long dynamical trajectories for a system in contact with several thermal reservoirs

C. Monthus, 2019, Journal of Physics A: Mathematical and Theoretical.

Large deviations for dynamical fluctuations of open Markov processes, with application to random cascades on trees

C. Monthus, 2018, Journal of Physics A: Mathematical and Theoretical.

Numerical study of the directed polymer in a 1 + 3 dimensional random medium

T. Garel, C. Monthus, 2006, cond-mat/0606132.

Random Walks, Reaction-Diffusion, and Nonequilibrium Dynamics of Spin Chains in One-Dimensional Random Environments

D. Fisher, C. Monthus, P. Doussal, 1997, cond-mat/9710270.

Nonequilibrium diffusion processes via non-Hermitian electromagnetic quantum mechanics with application to the statistics of entropy production in the Brownian gyrator.

A. Mazzolo, C. Monthus, 2022, Physical review. E.

Typical versus averaged overlap distribution in spin glasses: Evidence for droplet scaling theory

T. Garel, C. Monthus, 2013, 1306.0423.

FRACTAL DIMENSION OF SPIN-GLASSES INTERFACES IN DIMENSION d = 2 AND d = 3 VIA STRONG DISORDER RENORMALIZATION AT ZERO TEMPERATURE

C. Monthus, 2014, 1411.5791.

One-dimensional Ising spin-glass with power-law interaction: real-space renormalization at zero temperature

C. Monthus, 2014, 1403.1098.

Dynamical barriers of pure and random ferromagnetic Ising models on fractal lattices

T. Garel, C. Monthus, 2013, 1304.2134.

Random field Ising model: statistical properties of low-energy excitations and equilibrium avalanches

T. Garel, C. Monthus, 2011, 1106.1742.

Chaos properties of the one-dimensional long-range Ising spin-glass

T. Garel, C. Monthus, 2013, 1310.2815.

Many-body-localization transition: sensitivity to twisted boundary conditions

C. Monthus, 2016, 1607.00750.

Dyson hierarchical long-ranged quantum spin-glass via real-space renormalization

C. Monthus, 2015, 1506.06012.

Zero-temperature spin-glass–ferromagnetic transition: Scaling analysis of the domain-wall energy

T. Garel, C. Monthus, 2014, 1401.6342.

Distribution of pseudo-critical temperatures and lack of self-averaging in disordered Poland-Scheraga models with different loop exponents

T. Garel, C. Monthus, 2005, cond-mat/0509479.

Two-dimensional wetting with binary disorder: a numerical study of the loop statistics

T. Garel, C. Monthus, 2005, The European Physical Journal B.

A simple model for DNA denaturation

H. Orland, T. Garel, C. Monthus, 2001, cond-mat/0101058.

On the localization of random heteropolymers at the interface between two selective solvents

C. Monthus, 1999, The European Physical Journal B.

Directed polymer in a random medium of dimension 1+1 and 1+3: weights statistics in the low temperature phase

T. Garel, C. Monthus, 2007, cond-mat/0702131.

Freezing transition of the random bond RNA model: Statistical properties of the pairing weights.

T. Garel, C. Monthus, 2006, Physical review. E, Statistical, nonlinear, and soft matter physics.

Delocalization transition of the selective interface model: distribution of pseudo-critical temperatures

T. Garel, C. Monthus, 2005, Journal of Statistical Mechanics: Theory and Experiment.

Copolymer at a selective interface and two-dimensional wetting: a grand canonical approach

H. Orland, T. Garel, C. Monthus, 2000, cond-mat/0004141.

Dissipative random quantum spin chain with boundary-driving and bulk-dephasing: magnetization and current statistics in the non-equilibrium-steady-state

C. Monthus, 2017, 1701.05090.

Boundary-driven Lindblad dynamics of random quantum spin chains: strong disorder approach for the relaxation, the steady state and the current

C. Monthus, 2017, 1701.02102.

Periodically driven random quantum spin chains: real-space renormalization for Floquet localized phases

C. Monthus, 2017, 1702.03165.

Asymptotic laws for the winding angles of planar Brownian motion

A. Comtet, C. Monthus, J. Desbois, 1993 .

On the simplest scale invariant tree-tensor-states preserving the quantum symmetries of the antiferromagnetic XXZ chain

C. Monthus, 2017, 1710.02949.

Real-space renormalization for disordered systems at the level of large deviations

C. Monthus, 2019, Journal of Statistical Mechanics: Theory and Experiment.

Strong disorder RG principles within a fixed-cell-size real space renormalization: application to the random transverse field Ising model on various fractal lattices

T. Garel, C. Monthus, 2012, 1201.6136.

Disorder-dominated phases of random systems: relations between the tail exponents and scaling exponents

T. Garel, C. Monthus, 2007, 0710.2198.

Even and odd normalized zero modes in random interacting Majorana models respecting the parity P and the time-reversal-symmetry T

C. Monthus, 2018, Journal of Physics A: Mathematical and Theoretical.

Strong disorder real-space renormalization for the many-body-localized phase of random Majorana models

C. Monthus, 2017, 1712.02092.

Strong disorder renormalization for the dynamics of many-body-localized systems: iterative elimination of the fastest degree of freedom via the Floquet expansion

C. Monthus, 2017, Journal of Physics A: Mathematical and Theoretical.

Random transverse field spin-glass model on the Cayley tree: phase transition between the two many-body-localized phases

C. Monthus, 2017, 1707.04039.

Many-body-localization transition: strong multifractality spectrum for matrix elements of local operators

C. Monthus, 2016, 1603.04701.

Flow towards diagonalization for many-body-localization models: adaptation of the Toda matrix differential flow to random quantum spin chains

C. Monthus, 2016, 1602.03064.

Level repulsion exponent β for many-body localization transitions and for Anderson localization transitions via Dyson Brownian motion

C. Monthus, 2015, 1510.08322.

Many-Body-Localization Transition in the Strong Disorder Limit: Entanglement Entropy from the Statistics of Rare Extensive Resonances

Cécile Monthus, C. Monthus, 2015, Entropy.

Many-body localization: construction of the emergent local conserved operators via block real-space renormalization

C. Monthus, 2015, 1509.06258.

Many-body localization transition in a lattice model of interacting fermions: Statistics of renormalized hoppings in configuration space

T. Garel, C. Monthus, 2010, 1001.2984.

Probing the tails of the ground-state energy distribution for the directed polymer in a random medium of dimension d=1,2,3 via a Monte Carlo procedure in the disorder.

T. Garel, C. Monthus, 2006, Physical review. E, Statistical, nonlinear, and soft matter physics.

Driven interfaces in random media at finite temperature: existence of an anomalous zero-velocity phase at small external force.

T. Garel, C. Monthus, 2008, Physical review. E, Statistical, nonlinear, and soft matter physics.

Non-equilibrium dynamics of disordered systems: understanding the broad continuum of relevant time scales via a strong-disorder RG in configuration space

T. Garel, C. Monthus, 2008, 0802.2502.

Non-equilibrium dynamics of polymers and interfaces in random media: conjecture ψ = ds/2 for the barrier exponent

T. Garel, C. Monthus, 2007, 0712.3358.

Multifractality of eigenstates in the delocalized non-ergodic phase of some random matrix models: Wigner–Weisskopf approach

C. Monthus, 2016, 1609.01121.

Dyson hierarchical quantum ferromagnetic Ising chain with pure or random transverse fields

C. Monthus, 2015, 1503.03727.

Dynamical barriers in the Dyson hierarchical model via real space renormalization

Cecile Monthus, T. Garel, C. Monthus, 2012, 1212.4361.

A critical Dyson hierarchical model for the Anderson localization transition

T. Garel, C. Monthus, 2011, 1102.4701.

Random wetting transition on the Cayley tree: a disordered first-order transition with two correlation length exponents

T. Garel, C. Monthus, 2009, 0901.2797.

Equilibrium of disordered systems: constructing the appropriate valleys in each sample via strong-disorder renormalization in configuration space

T. Garel, C. Monthus, 2008, 0806.3335.

Critical behavior of interfaces in disordered Potts ferromagnets: Statistics of free-energy, energy, and interfacial adsorption

T. Garel, C. Monthus, 2007, 0711.2878.

Finite size scaling for the many-body-localization transition: finite-size-pseudo-critical points of individual eigenstates

C. Monthus, 2016, 1606.07590.

Random transverse field Ising model on the Cayley tree: analysis via boundary strong disorder renormalization

T. Garel, C. Monthus, 2012, 1205.4512.

Random transverse field Ising model in dimension d > 1: scaling analysis in the disordered phase from the directed polymer model

T. Garel, C. Monthus, 2011, Journal of Physics A: Mathematical and Theoretical.

Finite-size scaling of pseudocritical point distributions in the random transverse-field Ising chain

H. Rieger, Yu-Cheng Lin, C. Monthus, 2007, Physical Review B.

Finite-size scaling properties of random transverse-field Ising chains: Comparison between canonical and microcanonical ensembles for the disorder

C. Monthus, 2003, cond-mat/0309029.

Anderson localization of phonons in dimension d = 1 , 2 , 3 : Finite-size properties of the inverse participation ratios of eigenstates

T. Garel, C. Monthus, 2010, 1003.5988.

Topological phase transitions in random Kitaev α-chains

C. Monthus, 2018, Journal of Physics A: Mathematical and Theoretical.

Star junctions and watermelons of pure or random quantum Ising chains: finite-size properties of the energy gap at criticality

C. Monthus, 2015, 1504.06414.

Pure and random quantum Ising chain: Shannon and Rényi entropies of the ground state via real space renormalization

C. Monthus, 2015, 1501.05416.

Block renormalization for quantum Ising models in dimension d = 2: applications to the pure and random ferromagnet, and to the spin-glass

C. Monthus, 2014, Journal of Statistical Mechanics: Theory and Experiment.

MULTIFRACTALITY IN THE GENERALIZED AUBRY–ANDRÉ QUASIPERIODIC LOCALIZATION MODEL WITH POWER-LAW HOPPINGS OR POWER-LAW FOURIER COEFFICIENTS

C. Monthus, 2017, Fractals.

Non-equilibrium steady states: maximization of the Shannon entropy associated with the distribution of dynamical trajectories in the presence of constraints

Cecile Monthus, C. Monthus, 2010, 1011.1342.

Exponential functionals of Brownian motion and disordered systems

M. Yor, A. Comtet, C. Monthus, 1996, Journal of Applied Probability.

Random walk in a two-dimensional self-affine random potential: Properties of the anomalous diffusion phase at small external force.

T. Garel, C. Monthus, 2010, Physical review. E, Statistical, nonlinear, and soft matter physics.

Statistics of first-passage times in disordered systems using backward master equations and their exact renormalization rules

T. Garel, C. Monthus, 2009, 0911.5649.

Inference of Markov models from trajectories via Large Deviations at Level 2.5 with applications to Random Walks in Random Media

C. Monthus, 2021 .

Inference of Markov models from trajectories via large deviations at level 2.5 with applications to random walks in disordered media

Cécile Monthus, C. Monthus, 2021, 2101.09045.

Statistical properties of two-particle transmission at an Anderson transition

T. Garel, C. Monthus, 2009, 0909.1894.

Critical points of quadratic renormalizations of random variables and phase transitions of disordered polymer models on diamond lattices.

T. Garel, C. Monthus, 2007, Physical review. E, Statistical, nonlinear, and soft matter physics.

Statistical properties of the Green function in finite size for Anderson localization models with multifractal eigenvectors

Cecile Monthus, C. Monthus, 2016, 1610.00417.

Random transverse field Ising model in dimensions d = 2, 3: infinite disorder scaling via a non-linear transfer approach

T. Garel, C. Monthus, 2011, 1111.3468.

Localization of thermal packets and metastable states in the Sinai model.

C. Monthus, P. Le Doussal, 2002, Physical review. E, Statistical, nonlinear, and soft matter physics.

Reaction diffusion models in one dimension with disorder.

C. Monthus, P. Doussal, 1999, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics.

Anderson localization on the Cayley tree: multifractal statistics of the transmission at criticality and off criticality

T. Garel, C. Monthus, 2011, 1101.0982.

Anderson transitions: multifractal or non-multifractal statistics of the transmission as a function of the scattering geometry

T. Garel, C. Monthus, 2009, 0904.4547.

Statistics of the two-point transmission at Anderson localization transitions

T. Garel, C. Monthus, 2009, 0903.1988.

On the Kemeny time for continuous-time reversible and irreversible Markov processes with applications to stochastic resetting and to conditioning towards forever-survival

A. Mazzolo, C. Monthus, 2023, 2302.09965.

Conditioning two diffusion processes with respect to their first-encounter properties

A. Mazzolo, C. Monthus, 2022, Journal of Physics A: Mathematical and Theoretical.

Joint distribution of two local times for diffusion processes with the application to the construction of various conditioned processes

A. Mazzolo, C. Monthus, 2022, Journal of Physics A: Mathematical and Theoretical.

On the Kemeny time for continuous-time reversible and irreversible Markov processes with applications to stochastic resetting and to conditioning towards forever-survival

A. Mazzolo, C. Monthus, 2023, Journal of Statistical Mechanics: Theory and Experiment.

Random walk in two-dimensional self-affine random potentials: strong-disorder renormalization approach.

T. Garel, C. Monthus, 2009, Physical review. E, Statistical, nonlinear, and soft matter physics.

Revisiting the Ruelle thermodynamic formalism for Markov trajectories with application to the glassy phase of random trap models

Cecile Monthus, C. Monthus, 2021, 2102.10834.

Revisiting boundary-driven non-equilibrium Markov dynamics in arbitrary potentials via supersymmetric quantum mechanics and via explicit large deviations at various levels

C. Monthus, 2023, Journal of Statistical Mechanics: Theory and Experiment.

Microcanonical conditioning of Markov processes on time-additive observables

Cecile Monthus, C. Monthus, 2021, Journal of Statistical Mechanics: Theory and Experiment.

Inhomogeneous asymmetric exclusion processes between two reservoirs: large deviations for the local empirical observables in the mean-field approximation

Cecile Monthus, C. Monthus, 2021, Journal of Statistical Mechanics: Theory and Experiment.

Large deviations for metastable states of Markov processes with absorbing states with applications to population models in stable or randomly switching environment

Cecile Monthus, C. Monthus, 2021, Journal of Statistical Mechanics: Theory and Experiment.

Large deviations for the skew-detailed-balance lifted-Markov processes to sample the equilibrium distribution of the Curie–Weiss model

C. Monthus, 2021, Journal of Statistical Mechanics: Theory and Experiment.

Jump-drift and jump-diffusion processes: large deviations for the density, the current and the jump-flow and for the excursions between jumps

C. Monthus, 2021, 2104.10392.

Large deviations at various levels for run-and-tumble processes with space-dependent velocities and space-dependent switching rates

Cecile Monthus, C. Monthus, 2021, 2103.08885.

Large deviations of the Lyapunov exponent in 2D matrix Langevin dynamics with applications to one-dimensional Anderson localization models

C. Monthus, 2020, Journal of Statistical Mechanics: Theory and Experiment.

Localization transition in random Lévy matrices: multifractality of eigenvectors in the localized phase and at criticality

Cecile Monthus, C. Monthus, 2016, 1606.03241.

Many-body-localization: strong disorder perturbative approach for the local integrals of motion

C. Monthus, 2017, Journal of Physics A: Mathematical and Theoretical.

Real-space renormalization for the finite temperature statics and dynamics of the Dyson long-ranged ferromagnetic and spin-glass models

C. Monthus, 2016, 1601.05643.

Random walk on the Bethe lattice and hyperbolic Brownian motion

C. Monthus, Chistophe Texier, 1995, cond-mat/9509067.

Microscopic fluctuation theory (mFT) for interacting Poisson processes

C. Monthus, 2018, Journal of Physics A: Mathematical and Theoretical.

Exponential functionals of Brownian motion and disordered systems

M. Yor, A. Comtet, C. Monthus, 1996, Journal of Applied Probability.

J an 1 99 6 EXPONENTIAL FUNCTIONALS OF BROWNIAN MOTION AND DISORDERED SYSTEMS

M. Yor, C. Monthus, Alain Comtet, 2008 .

Asymmetric scaling in large deviations for rare values bigger or smaller than the typical value

C. Monthus, 2019, Journal of Statistical Mechanics: Theory and Experiment.

Symmetry relations for multifractal spectra at random critical points

Bertrand Berche, Cecile Monthus, C. Monthus, 2009, 0909.0584.

Periodically driven random quantum spin chains: real-space renormalization for Floquet localized phases

C. Monthus, 2017, 1702.03165.

Anomalous dynamical large deviations of local empirical densities and activities in the pure and in the random kinetically constrained East model

C. Monthus, 2021, The European Physical Journal B.

Anomalous dynamical large deviations of local empirical densities and flows in the pure and in the random kinetically-constrained East Model

C. Monthus, 2021 .

Large deviations for the Pearson family of ergodic diffusion processes involving a quadratic diffusion coefficient and a linear force

C. Monthus, 2023, Journal of Statistical Mechanics: Theory and Experiment.

Large deviations for trajectory observables of diffusion processes in dimension d > 1 in the double limit of large time and small diffusion coefficient

C. Monthus, 2023, Journal of Statistical Mechanics: Theory and Experiment.

Inverse problem in the conditioning of Markov processes on trajectory observables: what canonical conditionings can connect two given Markov generators?

C. Monthus, 2023, Journal of Statistical Mechanics: Theory and Experiment.

Large deviations at level 2.5 and for trajectories observables of diffusion processes: the missing parts with respect to their random-walks counterparts

C. Monthus, 2023, Journal of Physics A: Mathematical and Theoretical.

Inference of Markov models from trajectories via large deviations at level 2.5 with applications to random walks in disordered media

C. Monthus, 2021, Journal of Statistical Mechanics: Theory and Experiment.

Etude de quelques fonctionnelles du mouvement brownien et de certaines propriétés de la diffusion unidimensionnelle en milieu aléatoire

C. Monthus, 1995 .

Directed polymer in a random medium of dimension 1+3: multifractal properties at the localization-delocalization transition.

T. Garel, C. Monthus, 2007, Physical review. E, Statistical, nonlinear, and soft matter physics.

Percolation Transition in the Random Antiferromagnetic Spin-1 Chain

C. Monthus, O. Golinelli, T. Jolicoeur, 1997, cond-mat/9705231.