Abstract
The complete mathematical biological Integral Equation Model (IEM) for Tumor Control Cumulative Probability (TCCP) development and demonstration is explained. Results for algebraic variables change to obtain a suitable Tumor Control Probability (TCP) in convolution at IEM for getting an analytic solution is detailed step by step. Results comprise estimates with further explanations. Solutions for algebraic variable changes to make the Integral Operator analytically solved are demonstrated. Applications in Radiotherapy Treatment Planning Optimization (TPO) with biological Linear Quadratic Model based on 2D [ α and β biological modelling parameters ] are explained.
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