Pages that link to "Item:Q292200"
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The following pages link to Modelling the movement of interacting cell populations: a moment dynamics approach (Q292200):
Displaying 24 items.
- Upscaling from discrete to continuous mathematical models of two interacting populations (Q316235) (← links)
- Experimental and modelling investigation of monolayer development with clustering (Q376479) (← links)
- Modeling the dynamics of a monocyclic cell aggregation system (Q464839) (← links)
- Collective cell behaviour with neighbour-dependent proliferation, death and directional bias (Q505476) (← links)
- Transitions and kinematics of reaction-convection fronts in a cell population model (Q1342717) (← links)
- The effect of domain growth on spatial correlations (Q1620170) (← links)
- Distinguishing between mean-field, moment dynamics and stochastic descriptions of birth-death-movement processes (Q1782554) (← links)
- Stochastic models for cell motion and taxis (Q1879026) (← links)
- A hybrid discrete-continuum modelling approach to explore the impact of T-cell infiltration on anti-tumour immune response (Q2092843) (← links)
- On predicting heterogeneity in nanoparticle dosage (Q2103614) (← links)
- Spatial population dynamics: beyond the Kirkwood superposition approximation by advancing to the Fisher-Kopeliovich ansatz (Q2137721) (← links)
- From individual-based mechanical models of multicellular systems to free-boundary problems (Q2194562) (← links)
- Mathematical models for chemotaxis and their applications in self-organisation phenomena (Q2328247) (← links)
- Spatial point processes and moment dynamics in the life sciences: a parsimonious derivation and some extensions (Q2355927) (← links)
- Analysis of individual cell trajectories in lattice-gas cellular automaton models for migrating cell populations (Q2355930) (← links)
- Continuum approximations for lattice-free multi-species models of collective cell migration (Q2404027) (← links)
- Using experimental data and information criteria to guide model selection for reaction-diffusion problems in mathematical biology (Q2417536) (← links)
- MATHEMATICAL MODELS FOR QUANTIFYING COLLECTIVE CELL BEHAVIOUR (Q4607026) (← links)
- Spatially inhomogeneous population dynamics: beyond the mean field approximation (Q5055657) (← links)
- Invasion fronts and adaptive dynamics in a model for the growth of cell populations with heterogeneous mobility (Q5056784) (← links)
- Predicting population extinction in lattice-based birth–death–movement models (Q5160983) (← links)
- A simple model for dynamic phase transitions in cell spreading (Q5443438) (← links)
- Agent-based and continuum models for spatial dynamics of infection by oncolytic viruses (Q6077313) (← links)
- Statistical modelling of cell movement (Q6089176) (← links)