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Mathematical Models of Ovarian Tumors
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| Author:
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EUGENY P. KOLPAK, SERGEY A. KABRITS, ANASTASIIA A. KHOKHRIAKOVA, MADINA M. RASULOVA
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| Abstract:
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The article presents mathematical models of ovarian tumors. The models are based on a mathematical simulation of interference competition. Two types of cells are involved in the competition for nutrition: normal and tumor cells. The mathematical interpretation of models is the Cauchy problem for a system of ordinary differential equations. Based on the model, the dynamics of tumor growth is determined. A model for the distribution of conditional patients in the four stages of the disease and a model for assessing survival times in groups of conditional patients are proposed.
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| Keyword:
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differential equations, mathematical modeling, tumors, incidence, treatment, statistics
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| EOI:
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-
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| DOI:
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https://doi.org/10.31838/ijpr/2020.SP1.153
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| Download:
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Request For Article
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