This paper addresses the model reduction problem for a class of stiff chemical Langevin equations that arise as models of biomolecular networks with fast ...

Feb 20, 2009 · In this paper, the focus is on the dynamics of reaction sets governed by stiff chemical Langevin equations, i.e., stiff stochastic differential ...

This paper describes and illustrates the application of a semianalytical reduction framework for chemical Langevin equations that results in significant ...

A new, semianalytical reduction framework for multiscale systems of chemical Langevin equations was presented and its advantages and limitations were examined ...

In this paper, the focus is on the dynamics of reaction sets governed by stiff chemical Langevin equations, i.e., stiff stochastic differential equations. These ...

In this work, we focus on the CLE in the presence of reactions whose propensities span different orders of magnitude, yet remain in the regime where continuous ...

We describe and illustrate the application of a semianalytical reduction framework for chemical Langevin equations that results in significant gains in.

The problem of multiple time scales can be addressed through model reduction of the system of CLEs. Although extensive work has been done in this field ...

Dive into the research topics of 'Model reduction of multiscale chemical langevin equations: A numerical case study'. Together they form a unique fingerprint.

This paper addresses the model reduction problem for a class of stiff chemical Langevin equations that arise as models of biomolecular networks with fast ...