Biological Clocks, Rhythms, and Oscillations
The Theory of Biological Timekeeping
$124.71
- Paperback
368 pages
- Release Date
6 August 2024
Summary
An introduction to the mathematical, computational, and analytical techniques used for modeling biological rhythms, presenting tools from many disciplines and example applications.
All areas of biology and medicine contain rhythms, and these behaviors are best understood through mathematical tools and techniques. This book offers a survey of mathematical, computational, and analytical techniques used for modeling biological rhythms, gathering these methods for the first time in one vo…
Book Details
| ISBN-13: | 9780262552813 |
|---|---|
| ISBN-10: | 0262552817 |
| Author: | Daniel B. Forger |
| Publisher: | MIT Press Ltd |
| Imprint: | MIT Press |
| Format: | Paperback |
| Number of Pages: | 368 |
| Release Date: | 6 August 2024 |
| Weight: | 369g |
| Dimensions: | 229mm x 178mm |
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What They're Saying
Critics Review
ENDORSEMENTS
“Forger’s book is an excellent choice for students/researchers …”
–The Journal of Biological Rhythms
“This book is useful for students, teachers, and researchers. Teachers will find illustrative toy models to introduce theoretical concepts in mathematical biology. Researchers will find useful elements to better grasp the theory underlying published models as well as hints to build models on a rational basis.”
–The Quarterly Review of Biology
“Researchers will find this book to be a welcome reference - it contains a treasure trove of good advice and a broad overview of issues that one should consider in the mathematical study of biological oscillators.”
–Society for Industrial and Applied Mathematics
“This text will be a valuable reference for researchers working in chronobiology. It would also be useful for undergraduates reading mathematical biology.”
–The Biologist
About The Author
Daniel B. Forger
Daniel B. Forger is Professor in the Department of Mathematics and in the Department of Computational Medicine and Bioinformatics at the University of Michigan.
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