C. Graham

发表

Renewal in Hawkes processes with self-excitation and inhibition

Manon Costa, C. Graham, Laurence Marsalle, 2018, Advances in Applied Probability.

Chaoticity on path space for a queueing network with selection of the shortest queue among several

C. Graham, 2000, Journal of Applied Probability.

Chaos hypothesis for a system interacting through shared resources

C. Graham, S. Méléard, 1994 .

Propagation of chaos for a fully connected loss network with alternate routing

C. Graham, S. Méléard, 1993 .

Stochastic particle approximations for generalized Boltzmann models and convergence estimates

C. Graham, S. Méléard, 1997 .

The Bounded Confidence Model Of Opinion Dynamics

J. Boudec, C. Graham, Javier G'omez-Serrano, 2010, 1006.3798.

Stochastic simulation and Monte-Carlo methods

D. Talay, C. Graham, 2013 .

Interacting multi-class transmissions in large stochastic networks

Carl Graham, Philippe Robert, C. Graham, 2008, 0810.0347.

Regenerative properties of the linear hawkes process with unbounded memory

C. Graham, 2019, 1905.11053.

Large deviations at equilibrium for a large star-shaped loss network

N. O'Connell, C. Graham, 2000 .

Dynamic Asymptotic Results for a Generalized Star-Shaped Loss Network

Carl Graham, Sylvie Méléard, C. Graham, 1995 .

PR ] 3 1 M ar 2 00 4 Functional central limit theorems for a large network in which customers join the shortest of several queues C

C. Graham, 2004 .

A functional central limit theorem in equilibrium for a large network in which customers join the shortest of several queues

C. Graham, 2003, math/0312334.

Out of equilibrium functional central limit theorems for a large network where customers join the shortest of several queues

C. Graham, 2003, math/0312335.

A statistical physics approach to large networks

Carl Graham, C. Graham, 1996 .

Stochastic Simulation and Monte Carlo Methods: Mathematical Foundations of Stochastic Simulation

Carl Graham, Denis Talay, D. Talay, 2013 .

Self-adaptive congestion control for multiclass intermittent connections in a communication network

C. Graham, P. Robert, 2010, Queueing Syst. Theory Appl..

Availability of the Molecular Switch XylR Controls Phenotypic Heterogeneity and Lag Duration during Escherichia coli Adaptation from Glucose to Xylose

C. Graham, J. Steyer, S. Méléard, 2020, mBio.

Kinetic Limits for Large Communication Networks

Carl Graham, C. Graham, 2000 .

Convergence of multi-class systems of fixed possibly infinite sizes

C. Graham, 2009, 0902.0539.

Chaoticity for Multiclass Systems and Exchangeability Within Classes

Carl Graham, C. Graham, 2007, Journal of Applied Probability.

Poisson Processes as Particular Markov Processes

Carl Graham, Denis Talay, D. Talay, 2013 .

Appendix A: Complements

C. Graham, 2014 .

Probabilistic Models for Nonlinear Partial Differential Equations

Carl Graham, Philip Protter, Denis Talay, 1996 .

Functional central limit theorems for a large network in which customers join the shortest of several queues

C. Graham, 2004, math/0403538.

System of interacting particles and nonlinear diffusion reflecting in a domain with sticky boundary

M. Métivier, C. Graham, 1989 .

The martingale problem with sticky reflection conditions, and a system of particles interacting at the boundary

C. Graham, 1988 .

Probabilistic Interpretation and Numerical Approximation of a Kac Equation without Cutoff

Carl Graham, Laurent Desvillettes, Sylvie Méléard, 1999 .

McKean-Vlasov Ito-Skorohod equations, and nonlinear diffusions with discrete jump sets

Carl Graham, C. Graham, 1992 .

Probabilistic tools and Monte-Carlo approximations for some Boltzmann equations

Carl Graham, Sylvie Méléard, C. Graham, 2001 .

Homogenization and propagation of chaos to a nonlinear diffusion with sticky reflection

C. Graham, 1995 .

Variance Reduction and Stochastic Differential Equations

D. Talay, C. Graham, 2013 .

Boundary processes: the calculus of processes diffusing on the boundary

C. Graham, 1985 .

Semigroup inequalities, stochastic domination, Hardy's inequality, and strong ergodicity

C. Graham, 2008, 0806.1263.

Sharp estimates and a central limit theorem for the invariant law for a large star-shaped loss network

C. Graham, 2001 .

Continuous-Space Markov Processes with Jumps

D. Talay, C. Graham, 2013 .