Parameter Identification via Optimal Control for a Cahn–Hilliard-Chemotaxis System with a Variable Mobility

Keyphrases

• Parameter Identification 100%
• Inverse Problem 100%
• Chemotaxis 100%
• Optimal Control 100%
• Variable Mobility 100%
• High-order 33%
• Tumor Growth 33%
• Numerical Simulation 33%
• Constant Parameters 33%
• Nutrient Intake 33%
• Tumor Model 33%
• Consumption Rate 33%
• First-order Optimality Condition 33%
• Smooth Domain 33%
• Diffuse Interface 33%
• Strong Solution 33%
• Constant Mobility 33%
• Tumor Growth Rate 33%
• Trust Region 33%
• Optimal Control Theory 33%
• Polygonal Domain 33%
• Discrete Scheme 33%
• Technical Restrictions 33%
• Optimal Control of PDEs 33%
• Math Model 33%
• Continuous Dependence 33%
• Solution Map 33%

Mathematics

• Optimal Control Theory 100%
• Partial Differential Equation 50%
• Two Dimensions 50%
• Discrete Scheme 50%
• Constant Parameter 50%
• Optimality 50%
• Mathematical Modeling 50%
• Trust Region 50%
• Smooth Domain 50%
• Analogous Result 50%
• Strong Solution 50%
• Polygonal Domain 50%