3 papers
q-bio.MN2026
Timescale disparity and the reduction of the chemical master equation: A geometric approach via the linear noise approximation
Justin Eilertsen, Wylie Stroberg
The chemical master equation dictates the stochastic behavior of chemical reaction networks in small volumes that are well-mixed and homogeneous. Although the Gillespie algorithm i…
q-bio.MN2023
On the reduction of stochastic chemical reaction networks
Justin Eilertsen, Wylie Stroberg
The linear noise approximation (LNA) describes the random fluctuations from the mean-field concentrations of a chemical reaction network due to intrinsic noise. It is also used as…
q-bio.QM2018
Characteristic, completion or matching timescales? An analysis of temporary boundaries in enzyme kinetics
Justin Eilertsen, Wylie Stroberg, Santiago Schnell
Scaling analysis exploiting timescale separation has been one of the most important techniques in the quantitative analysis of nonlinear dynamical systems in mathematical and theor…