Pages that link to "Item:Q2931958"
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The following pages link to A finite-difference scheme in the computational modelling of a coupled substrate-biomass system (Q2931958):
Displaying 12 items.
- On a linear finite-difference model of a mixed-culture biological system arising in food safety studies (Q324428) (← links)
- A bounded linear integrator for some diffusive nonlinear time-dependent partial differential equations (Q507923) (← links)
- A convergent and dynamically consistent finite-difference method to approximate the positive and bounded solutions of the classical Burgers-Fisher equation (Q507935) (← links)
- A compact exponential method for the efficient numerical simulation of the dewetting process of viscous thin films (Q511898) (← links)
- A positive numerical scheme for a mixed-type partial differential equation model for fungal growth (Q1406142) (← links)
- An efficient explicit finite-difference scheme for simulating coupled biomass growth on nutritive substrates (Q1666398) (← links)
- Density-pressure IBVP: numerical analysis, simulation and cell dynamics in a colonic crypt (Q2139745) (← links)
- Conciliating efficiency and dynamical consistency in the simulation of the effects of proliferation and motility of transforming growth factor \(\beta\) on cancer cells (Q2200270) (← links)
- Numerical efficiency of some exponential methods for an advection–diffusion equation (Q5031843) (← links)
- Numerical Solution of a Degenerate, Diffusion Reaction Based Biofilm Growth Model on Structured Non-Orthogonal Grids (Q5160479) (← links)
- Computational solution of an acid-mediated tumor-growth radial model under logistic growth regimes for normal and cancer cells (Q6174904) (← links)
- A simple NSFD inspired method for Monod kinetics with small half saturation constants in the chemostat setting (Q6494717) (← links)
