Pages that link to "Item:Q2690605"
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The following pages link to Optimal control problems for differential equations applied to tumor growth: state of the art (Q2690605):
Displaying 10 items.
- CCR model-based evaluation on the effectiveness and maturity of technological innovation (Q2076403) (← links)
- Fractional calculus in abstract space and its application in fractional Dirichlet type problems (Q2213638) (← links)
- Sparse optimal control of a phase field system with singular potentials arising in the modeling of tumor growth (Q4999604) (← links)
- AN USER INTENTION MINING MODEL BASED ON FRACTAL TIME SERIES PATTERN (Q5025587) (← links)
- APPLICATION OF NONLINEAR DYNAMIC SYSTEM AND TECHNOLOGY IN MOVING TARGET DETECTION DURING SPORTS TRAINING (Q5070757) (← links)
- Optimal distributed control of a diffuse interface model of tumor growth (Q5348117) (← links)
- Sparse Optimal Control of a Phase Field Tumor Model with Mechanical Effects (Q5859528) (← links)
- Control of tumor growth modeled by system of PDE, numerical analysis of optimality conditions (Q6182367) (← links)
- Stabilization for some degenerate wave equations (Q6537247) (← links)
- Neumann boundary control for degenerate wave equations in time-varying domains (Q6648739) (← links)
