Pages that link to "Item:Q963745"
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The following pages link to On the derivation of macroscopic tissue equations from hybrid models of the kinetic theory of multicellular growing systems -- the effect of global equilibrium (Q963745):
Displaying 13 items.
- A phenomenological approach to the dynamics of activation and clonal expansion of \(T\) cells (Q534843) (← links)
- On the mathematical transport theory in microporous media: the billiard approach (Q608367) (← links)
- From kinetic models of multicellular growing systems to macroscopic biological tissue models (Q619737) (← links)
- From the mathematical kinetic theory for active particles on the derivation of hyperbolic macroscopic tissue models (Q734479) (← links)
- On the derivation of macroscopic hyperbolic equations for binary multicellular growing mixtures (Q971544) (← links)
- On the modelling of space dynamics in the kinetic theory for active particles (Q984119) (← links)
- Complexity and mathematical tools toward the modelling of multicellular growing systems (Q984187) (← links)
- From a class of kinetic models to the macroscopic equations for multicellular systems in biology (Q1430341) (← links)
- On the asymptotic theory from microscopic to macroscopic growing tissue models: an overview with perspectives (Q2891186) (← links)
- MULTISCALE BIOLOGICAL TISSUE MODELS AND FLUX-LIMITED CHEMOTAXIS FOR MULTICELLULAR GROWING SYSTEMS (Q3587556) (← links)
- Toward a mathematical theory of Keller–Segel models of pattern formation in biological tissues (Q5265465) (← links)
- A Mixture Theory for the Genesis of Residual Stresses in Growing Tissues II: Solutions to the Biphasic Equations for a Multicell Spheroid (Q5470272) (← links)
- Derivation of macroscopic equations for individual cell‐based models: a formal approach (Q5696147) (← links)