Pages that link to "Item:Q5386709"
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The following pages link to MULTICELLULAR BIOLOGICAL GROWING SYSTEMS: HYPERBOLIC LIMITS TOWARDS MACROSCOPIC DESCRIPTION (Q5386709):
Displaying 13 items.
- A NUMERICAL ANALYSIS OF A REACTION–DIFFUSION SYSTEM MODELING THE DYNAMICS OF GROWTH TUMORS (Q3573105) (← links)
- MULTISCALE BIOLOGICAL TISSUE MODELS AND FLUX-LIMITED CHEMOTAXIS FOR MULTICELLULAR GROWING SYSTEMS (Q3587556) (← links)
- A GENERALIZED KINETIC MODEL OF SEDIMENTATION OF POLYDISPERSE SUSPENSIONS WITH A CONTINUOUS PARTICLE SIZE DISTRIBUTION (Q3607497) (← links)
- MATHEMATICAL MODELLING OF CANCER INVASION OF TISSUE: THE ROLE AND EFFECT OF NONLOCAL INTERACTIONS (Q3620381) (← links)
- MODELLING EPIDEMICS AND VIRUS MUTATIONS BY METHODS OF THE MATHEMATICAL KINETIC THEORY FOR ACTIVE PARTICLES (Q3638793) (← links)
- Stiff-response-induced instability for chemotactic bacteria and flux-limited Keller–Segel equation (Q4578082) (← links)
- Pattern formation of a nonlocal, anisotropic interaction model (Q4603529) (← links)
- Cross-diffusion and traveling waves in porous-media flux-saturated Keller–Segel models (Q4630531) (← links)
- Toward a mathematical theory of Keller–Segel models of pattern formation in biological tissues (Q5265465) (← links)
- Hilbert method toward a multiscale analysis from kinetic to macroscopic models for active particles (Q5272436) (← links)
- Euler-type equations and commutators in singular and hyperbolic limits of kinetic Cucker–Smale models (Q5272455) (← links)
- Kinetic models of chemotaxis towards the diffusive limit: asymptotic analysis (Q5741677) (← links)
- Singular patterns in Keller–Segel-type models (Q6166567) (← links)