Pages that link to "Item:Q350089"
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The following pages link to An integration factor method for stochastic and stiff reaction-diffusion systems (Q350089):
Displaying 13 items.
- A stochastic exponential Euler scheme for simulation of stiff biochemical reaction systems (Q486711) (← links)
- Mixed weak-perturbative solution method for Maxwell's equations of diffusion with Müller's partial stress tensor in the low velocity limit (Q729467) (← links)
- Spatially adaptive stochastic numerical methods for intrinsic fluctuations in reaction-diffusion systems (Q964272) (← links)
- Computational singular perturbation analysis of stochastic chemical systems with stiffness (Q1685440) (← links)
- Computational complexity study on Krylov integration factor WENO method for high spatial dimension convection-diffusion problems (Q1691409) (← links)
- Modeling fast diffusion processes in time integration of stiff stochastic differential equations (Q2084923) (← links)
- Maximum bound principle preserving integrating factor Runge-Kutta methods for semilinear parabolic equations (Q2129284) (← links)
- A hybrid stochastic method with adaptive time step control for reaction-diffusion systems (Q2169522) (← links)
- Fast implicit integration factor method for nonlinear space Riesz fractional reaction-diffusion equations (Q2178406) (← links)
- Fast compact implicit integration factor method with non-uniform meshes for the two-dimensional nonlinear Riesz space-fractional reaction-diffusion equation (Q2189697) (← links)
- Fast numerical schemes for nonlinear space-fractional multidelay reaction-diffusion equations by implicit integration factor methods (Q2243337) (← links)
- Numerical methods for stiff reaction-diffusion systems (Q2455022) (← links)
- Explicit Integration of Stiff Stochastic Differential Equations via an Efficient Implementation of Stochastic Computational Singular Perturbation (Q5161425) (← links)
