Mathematics and radiotherapy of tumors

The present work takes inspiration from the scientific degree plan of the Italian Ministry of Education and has a didactic and cultural character. It pursues three objectives: the first is to make young peo-ple understand the importance of mathematics in medicine; the second is to stimulate students...

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Main Author: Luciano Corso
Format: Article
Language:English
Published: Accademia Piceno Aprutina dei Velati 2019-06-01
Series:Ratio Mathematica
Subjects:
Online Access:http://eiris.it/ojs/index.php/ratiomathematica/article/view/471
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spelling doaj-b3eef95adb53438ca49d9ad23a612fb82020-11-25T02:35:58ZengAccademia Piceno Aprutina dei VelatiRatio Mathematica1592-74152282-82142019-06-01361536810.23755/rm.v36i1.471439Mathematics and radiotherapy of tumorsLuciano Corso0Founder and director of the journal MatematicaMente - President of the Verona section of Mathesis – Verona, ItalyThe present work takes inspiration from the scientific degree plan of the Italian Ministry of Education and has a didactic and cultural character. It pursues three objectives: the first is to make young peo-ple understand the importance of mathematics in medicine; the second is to stimulate students to use mathematical tools to give rational answers in the therapeutic field, in particular in the treatment of some types of nodular tumors; the third is to inform people on the effectiveness of mathematical methods and their indispensability in the rigorous treatment of some human pathologies.Using the experimental data about the development of a tumor, we move on to the analysis of the mathematical models able to allow a rational control of its behavior. The method we used in the develop-ment of this therapeutic process is essentially deterministic, even if some passages implicitly have a probabilistic nature.http://eiris.it/ojs/index.php/ratiomathematica/article/view/471populationcellstumorcarrying capacitydifferential equation
collection DOAJ
language English
format Article
sources DOAJ
author Luciano Corso
spellingShingle Luciano Corso
Mathematics and radiotherapy of tumors
Ratio Mathematica
population
cells
tumor
carrying capacity
differential equation
author_facet Luciano Corso
author_sort Luciano Corso
title Mathematics and radiotherapy of tumors
title_short Mathematics and radiotherapy of tumors
title_full Mathematics and radiotherapy of tumors
title_fullStr Mathematics and radiotherapy of tumors
title_full_unstemmed Mathematics and radiotherapy of tumors
title_sort mathematics and radiotherapy of tumors
publisher Accademia Piceno Aprutina dei Velati
series Ratio Mathematica
issn 1592-7415
2282-8214
publishDate 2019-06-01
description The present work takes inspiration from the scientific degree plan of the Italian Ministry of Education and has a didactic and cultural character. It pursues three objectives: the first is to make young peo-ple understand the importance of mathematics in medicine; the second is to stimulate students to use mathematical tools to give rational answers in the therapeutic field, in particular in the treatment of some types of nodular tumors; the third is to inform people on the effectiveness of mathematical methods and their indispensability in the rigorous treatment of some human pathologies.Using the experimental data about the development of a tumor, we move on to the analysis of the mathematical models able to allow a rational control of its behavior. The method we used in the develop-ment of this therapeutic process is essentially deterministic, even if some passages implicitly have a probabilistic nature.
topic population
cells
tumor
carrying capacity
differential equation
url http://eiris.it/ojs/index.php/ratiomathematica/article/view/471
work_keys_str_mv AT lucianocorso mathematicsandradiotherapyoftumors
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