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Biomathematical Problems in Optimization of Cancer Radiotherapy
provides insight into the role of cell population heterogeneity in
the optimal control of fractionated irradiation of tumors. The book
emphasizes the mathematical modeling aspect of the problem and
presents the state of the art in the stochastic description of
irradiated cell survival. Some of the results are of general
theoretical interest and can be applied to other areas of optimal
control methodology. Detailed explanations of all mathematical
statements are provided throughout the text. The book is excellent
for biomathematicians, radiotherapists, oncologists, health
physicists, and other researchers and students interested in the
topic.
Biomathematical Problems in Optimization of Cancer Radiotherapy
provides insight into the role of cell population heterogeneity in
the optimal control of fractionated irradiation of tumors. The book
emphasizes the mathematical modeling aspect of the problem and
presents the state of the art in the stochastic description of
irradiated cell survival. Some of the results are of general
theoretical interest and can be applied to other areas of optimal
control methodology. Detailed explanations of all mathematical
statements are provided throughout the text. The book is excellent
for biomathematicians, radiotherapists, oncologists, health
physicists, and other researchers and students interested in the
topic.
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