activity
19952010
most citedLinear response, susceptibility and resonances in chaotic toy models

48 citations · 147 across the 6 of their papers we have counts for

collaborators

6 papers

q-bio.MN2010★ 45 cited

Towards a Quantitative Modeling of the Synthesis of the Pectate Lyases, Essential Virulence Factors in Dickeya Dadantii

Wilfred D. Kepseu, Jacques-Alexandre Sepulchre, Sylvie Reverchon +1

A dynamic mathematical model has been developed and validated to describe the synthesis of pectate lyases (Pels), the major virulence factors in Dickeya dadantii. This work focuses…

nlin.CD2006★ 48 cited

Linear response, susceptibility and resonances in chaotic toy models

Bruno Cessac, Jacques-Alexandre Sepulchre

We consider simple examples illustrating some new features of the linear response theory developed by Ruelle for dissipative and chaotic systems [{\em J. of Stat. Phys.} {\bf 95} (…

nlin.CD2005★ 28 cited

Transmitting a signal by amplitude modulation in a chaotic network

B. Cessac, J. A. Sepulchre

We discuss the ability of a network with non linear relays and chaotic dynamics to transmit signals, on the basis of a linear response theory developed by Ruelle \cite{Ruelle} for…

cond-mat.stat-mech2004★ 24 cited

Stable resonances and signal propagation in a chaotic network of coupled units

B. Cessac, J. A. Sepulchre

We apply the linear response theory developed in \cite{Ruelle} to analyze how a periodic signal of weak amplitude, superimposed upon a chaotic background, is transmitted in a netwo…

nlin.PS2003★ 2 cited

Effective Hamiltonian for traveling discrete breathers in the FPU chain

Michael Kastner, Jacques-Alexandre Sepulchre

For the Fermi-Pasta-Ulam chain, an effective Hamiltonian is constructed, describing the motion of approximate, weakly localized discrete breathers traveling along the chain. The ve…

patt-sol1995

Multistability in networks of weakly coupled bistable units

R S MacKay, J A Sepulchre

We study the stationary states of networks consisting of weakly coupled bistable units. We prove the existence of a high multiplicity of stable steady states in networks with very…