Bokus
Xuming Xie - Mathematical Modeling of Atherosclerosis, Cancer, and Diabetes, Inbunden

Inbunden, Engelska, 2026

Mathematical Modeling of Atherosclerosis, Cancer, and Diabetes

Analysis and Simulation

Av Xuming Xie

Del i serien Chapman & Hall/CRC Mathematical Biology Series

1875 kr

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Beskrivning
Diabetes, atherosclerosis, and cancer are the three diseases that contribute to most morbidity and mortality in the world. Mathematical Modeling of Atherosclerosis, Cancer, and Diabetes: Analysis and Simulation provides state-of-art mathematical models describing the dynamical behavior of these three diseases, focusing not only on numerical simulations but also on the mathematical analysis of the models themselves. Mathematical analysis in this context means rigorously studying some theoretical issues such as the ‘well-posedness’ of the models, steady solution, and their stability, and asymptotical behavior of the solutions. The book is aimed at professional mathematical analysts, applied mathematicians, biophysicists, and biomedical engineers. The book can be used to teach graduate students, while it should be valuable reference for researchers in mathematical biology, dynamical systems, PDEs, and stochastic differential equations.FeaturesCollects the most recent research on both mathematical analysis and numerical simulation of mathematical models for diabetes, atherosclerosis, and cancerIncludes both analysis and simulation of stochastic models for the diseasesProvides a self-contained review of dynamical systems, partial differential equations, and stochastic differential equationsSoftware code for readers who wish to practice data on any one of the existing models. The code is available in the programming languages of MATLAB® and/or Python.
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Xuming Xie is Professor of Mathematics at Morgan State University in the U.S.A. He earned his BS and MS in Applied Mathematics at Huazhong (Central China) University of Science and Technology and his PhD in Mathematics at The Ohio State University. His research interests are in mathematical biology and free boundary problems arising from fluid mechanics and material sciences.

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