Pages that link to "Item:Q1346437"
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The following pages link to Mathematical models for tumour angiogenesis: Numerical simulations and nonlinear wave solutions (Q1346437):
Displaying 16 items.
- AN EXPLICIT SUBPARAMETRIC SPECTRAL ELEMENT METHOD OF LINES APPLIED TO A TUMOUR ANGIOGENESIS SYSTEM OF PARTIAL DIFFERENTIAL EQUATIONS (Q3043605) (← links)
- Mathematical model of cancer growth controled by metronomic chemotherapies (Q3451669) (← links)
- Adaptive finite element methodology for tumour angiogenesis modelling (Q3587770) (← links)
- Boundedness and large time behavior in a quasilinear chemotaxis model for tumor invasion (Q4569328) (← links)
- ADVECTION-DIFFUSION MODELS FOR SOLID TUMOUR EVOLUTION <b><i>IN VIVO</i></b> AND RELATED FREE BOUNDARY PROBLEM (Q4798799) (← links)
- (Q5108280) (← links)
- Mathematical model of endothelial cell proliferation and maturation (Q5135628) (← links)
- (Q5155912) (← links)
- Numerical solution of a mathematical model for capillary formation in tumor angiogenesis <i>via</i> the tau method (Q5302286) (← links)
- MATHEMATICAL MODELLING OF GLIOBLASTOMA TUMOUR DEVELOPMENT: A REVIEW (Q5715598) (← links)
- A Method to Coarse-Grain MultiAgent Stochastic Systems with Regions of Multistability (Q5865246) (← links)
- Tumour angiogenesis: the gap between theory and experiments (Q5963481) (← links)
- An optimization based 3D-1D coupling strategy for tissue perfusion and chemical transport during tumor-induced angiogenesis (Q6184110) (← links)
- The statistical theory of the angiogenesis equations (Q6185868) (← links)
- Selected aspects of avascular tumor growth reproduced by a hybrid model of cell dynamics and chemical kinetics (Q6550777) (← links)
- A weighted combination of reproducing kernel particle shape functions with cardinal functions of scalable polyharmonic spline radial kernel utilized in Galerkin weak form of a mathematical model related to anti-angiogenic therapy (Q6551783) (← links)