Pages that link to "Item:Q253611"

The following pages link to A history of the study of solid tumour growth: the contribution of mathematical modelling (Q253611):

Displaying 50 items.

• Optimal therapy protocols in the mathematical model of acute leukemia with several phase constraints (Q2931071) (← links)
• AN <i>IN VITRO</i> CELL POPULATION DYNAMICS MODEL INCORPORATING CELL SIZE, QUIESCENCE, AND CONTACT INHIBITION (Q3005975) (← links)
• A MULTIPHASE MODEL OF TUMOR AND TISSUE GROWTH INCLUDING CELL ADHESION AND PLASTIC REORGANIZATION (Q3107956) (← links)
• Analysis of tumour-immune evasion with chemo-immuno therapeutic treatment with quadratic optimal control (Q3300901) (← links)
• Critical fitness collapse in three-dimensional spatial population genetics (Q3302255) (← links)
• Exploring dynamical complexity in a time-delayed tumor-immune model (Q3388166) (← links)
• Mathematics, Developmental Biology and Tumour Growth (Q3395103) (← links)
• A two-fluid model for tissue growth within a dynamic flow environment (Q3535682) (← links)
• GENERAL DIFFUSE-INTERFACE THEORIES AND AN APPROACH TO PREDICTIVE TUMOR GROWTH MODELING (Q3560029) (← links)
• The dynamics of war between benign cells, malignant cells, and killer agents (Q3595295) (← links)
• A Nonlinear Mathematical Model of Virus-Tumor-Immune System Interaction: Deterministic and Stochastic Analysis (Q3625470) (← links)
• The influence of time delay in a chaotic cancer model (Q4556531) (← links)
• On a diffuse interface model of tumour growth (Q4594536) (← links)
• A multi-scale analysis of drug transport and response for a multi-phase tumour model (Q4594646) (← links)
• Qualitative analysis of a free boundary problem for tumor growth under the action of periodic external inhibitors (Q4600688) (← links)
• Bifurcations and Chaotic Dynamics in a Tumour-Immune-Virus System (Q4607525) (← links)
• Optimal Control Problem for Cancer Invasion Reaction–Diffusion System (Q4632342) (← links)
• Mathematical modelling of tumour growth and treatment (Q4638230) (← links)
• Optimal control problem for cancer invasion parabolic system with nonlinear diffusion (Q4646532) (← links)
• Local and nonlocal phase-field models of tumor growth and invasion due to ECM degradation (Q4973281) (← links)
• On the unsteady Darcy–Forchheimer–Brinkman equation in local and nonlocal tumor growth models (Q4973296) (← links)
• Mathematical analysis of hydrodynamics and tissue deformation inside an isolated solid tumor (Q4986166) (← links)
• Effects of delayed immune-activation in the dynamics of tumor-immune interactions (Q5001311) (← links)
• Discrete and Continuum Models for the Evolutionary and Spatial Dynamics of Cancer: A Very Short Introduction Through Two Case Studies (Q5016714) (← links)
• A numerical method based on the moving mesh for the solving of a mathematical model of the avascular tumor growth (Q5025449) (← links)
• Existence of weak solutions to multiphase Cahn–Hilliard–Darcy and Cahn–Hilliard–Brinkman models for stratified tumor growth with chemotaxis and general source terms (Q5037294) (← links)
• On the avascular ellipsoidal tumour growth model within a nutritive environment (Q5056695) (← links)
• Analysis of a free boundary problem for solid avascular tumor growth with a time delay in regulatory apoptosis (Q5084226) (← links)
• (Q5096540) (← links)
• Influence of non-local diffusion in avascular tumour growth (Q5103863) (← links)
• A displacement-based approach to geometric instabilities of a film on a substrate (Q5132386) (← links)
• Mathematics + Cancer: An Undergraduate "Bridge" Course in Applied Mathematics (Q5216251) (← links)
• Chaotic dynamics of a delayed tumor–immune interaction model (Q5221494) (← links)
• Derivation and Application of Effective Interface Conditions for Continuum Mechanical Models of Cell Invasion through Thin Membranes (Q5239839) (← links)
• Dynamical Behaviors of the Tumor-Immune System in a Stochastic Environment (Q5243369) (← links)
• Synthesis of optimal control in a mathematical model of tumour–immune dynamics (Q5254096) (← links)
• ROLE OF CYTOTOXIC T-LYMPHOCYTES IN TUMOR STABILITY: A PREY-PREDATOR MODELING APPROACH (Q5296804) (← links)
• Analysis of a diffuse interface model of multispecies tumor growth (Q5346535) (← links)
• Mathematical modeling and optimal control problems in brain tumor targeted drug delivery strategies (Q5347505) (← links)
• STOCHASTIC MODELING OF LOSS- AND GAIN-OF-FUNCTION MUTATIONS IN CANCER (Q5386708) (← links)
• A HYBRID MODEL FOR TUMOR SPHEROID GROWTH <i>IN VITRO</i> I: THEORETICAL DEVELOPMENT AND EARLY RESULTS (Q5386714) (← links)
• Optimal chemotherapy in cancer treatment: state dependent Riccati equation control and extended Kalman filter (Q5415717) (← links)
• FROM THE PHYSICAL LAWS OF TUMOR GROWTH TO MODELLING CANCER PROCESSES (Q5485821) (← links)
• MODELLING THE RESPONSE OF VASCULAR TUMOURS TO CHEMOTHERAPY: A MULTISCALE APPROACH (Q5485822) (← links)
• Boundedness of solutions of a non-local reaction–diffusion model for adhesion in cell aggregation and cancer invasion (Q5504177) (← links)
• MATHEMATICAL MODELLING OF CANCER CELL INVASION OF TISSUE: THE ROLE OF THE UROKINASE PLASMINOGEN ACTIVATION SYSTEM (Q5715596) (← links)
• On the stability of an ellipsoidal tumour (Q5741505) (← links)
• A cellular automata model of chemotherapy effects on tumour growth: targeting cancer and immune cells (Q5861112) (← links)
• Existence and uniqueness results on biphasic mixture model for an <i>in-vivo</i> tumor (Q5867324) (← links)
• Tumor evolution models of phase-field type with nonlocal effects and angiogenesis (Q6044237) (← links)