Pages that link to "Item:Q2340005"
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The following pages link to Linear quadratic and tumour control probability modelling in external beam radiotherapy (Q2340005):
Displaying 19 items.
- Monte Carlo calculation of radioimmunotherapy with \(^{90}\)Y-, \(^{177}\)Lu-, \(^{131}\)I-, \(^{124}\)I-, and \(^{188}\)Re-nanoobjects: choice of the best radionuclide for solid tumour treatment by using TCP and NTCP concepts (Q308774) (← links)
- Selecting radiotherapy dose distributions by means of constrained optimization problems (Q458718) (← links)
- Derivation of the tumour control probability (TCP) from a cell cycle model (Q883749) (← links)
- Competing species system as a qualitative model of radiation therapy (Q1619516) (← links)
- The evolution of tumour composition during fractionated radiotherapy: implications for outcome (Q1648988) (← links)
- Optimal solution for a cancer radiotherapy problem (Q1937889) (← links)
- Modeling radiotherapy induced normal tissue complications: an overview beyond phenomenological models (Q2011766) (← links)
- Mathematical modelling of radiotherapy strategies for early breast cancer (Q2199173) (← links)
- A minimal modeling framework of radiation and immune system synergy to assist radiotherapy planning (Q2288507) (← links)
- Optimal weekly scheduling in fractionated radiotherapy: effect of an upper bound on the dose fraction size (Q2355786) (← links)
- Optimization of radiation therapy fractionation schedules in the presence of tumor repopulation (Q2802256) (← links)
- Deciphering Fate Decision in Normal and Cancer Stem Cells: Mathematical Models and Their Experimental Verification (Q2820382) (← links)
- Cell-cycle times and the tumour control probability (Q3069713) (← links)
- A general tumour control probability model for non-uniform dose distributions (Q3600051) (← links)
- A stochastic model for tumour control probability that accounts for repair from sublethal damage (Q4559631) (← links)
- Modelling recurrence and second cancer risks induced by proton therapy (Q4559645) (← links)
- Some Classes of Stochastic Differential Equations as an Alternative Modeling Approach to Biomedical Problems (Q5417231) (← links)
- A computational framework for the personalized clinical treatment of glioblastoma multiforme (Q6153042) (← links)
- Oscillations in a spatial oncolytic virus model (Q6572112) (← links)