2008
When do diffusion-limited trajectories become memoryless?
Publication
Publication
Presented at the
Workshop on Computation of Biochemical Pathways and Genetic Networks, Heidelberg
Stochastic description of cellular dynamics by the chemical master
equation assumes the exponential distribution of intervals between
reaction events. Diffusion-limited reactions violate this assumption.
Using the example of the target search we investigate the conditions
under which a peaked waiting-time distribution can be approximated
by the exponential function. We link the steady-state flux and the
dynamic property of the diffusion, the mean first-passage time.
| Additional Metadata | |
|---|---|
| Logos Verlag Berlin | |
| R. Gauges , U. Kummer , J. Pahle , P.M. Willy | |
| Mathematics and Computation for the System Biology of Cells | |
| Workshop on Computation of Biochemical Pathways and Genetic Networks | |
| Organisation | Multiscale Dynamics |
|
Dobrzynski, M. (2008). When do diffusion-limited trajectories become memoryless?. In R. Gauges, U. Kummer, J. Pahle, & P. M. Willy (Eds.), . Logos Verlag Berlin. |
|
