Pages that link to "Item:Q2244860"
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The following pages link to Interface dynamics in a two-phase tumor growth model (Q2244860):
Displaying 13 items.
- Tumor growth in complex, evolving microenvironmental geometries: a diffuse domain approach (Q485643) (← links)
- Evolving interfaces via gradients of geometry-dependent interior Poisson problems: application to tumor growth (Q706832) (← links)
- Two scales hydrodynamic limit for a model of malignant tumor cells (Q885275) (← links)
- Traveling wave behavior in a two-phase flow model of tumor growth (Q977735) (← links)
- A two-phase model of solid tumour growth (Q1431912) (← links)
- A tumor growth model with autophagy: the reaction-(cross-)diffusion system and its free boundary limit (Q2099200) (← links)
- Global well-posedness for the three dimensional Muskat problem in the critical Sobolev space (Q2675800) (← links)
- Modeling the evolution of a tumoral multicellular spheroid as a two-fluid Bingham-like system (Q2868744) (← links)
- Interactions between a uniformly proliferating tumour and its surroundings: uniform material properties (Q4471092) (← links)
- Invasion fronts and adaptive dynamics in a model for the growth of cell populations with heterogeneous mobility (Q5056784) (← links)
- Existence of Solutions to Reaction Cross Diffusion Systems (Q6090029) (← links)
- On the incompressible limit for a tumour growth model incorporating convective effects (Q6196281) (← links)
- Porous medium type reaction-diffusion equation: large time behaviors and regularity of free boundary (Q6633925) (← links)
