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Differential Equations and Mathematical Biology, Second Edition

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""... Much progress by these authors and others over the past quarter century in modeling biological and other scientific phenomena make this differential equations textbook more valuable and better motivated than ever. ... The writing is clear, though the modeling is not oversimplified. Overall, this book should convince math majors how demanding math modeling needs to be and biologists that taking another course Read more...

Abstract: ""... Much progress by these authors and others over the past quarter century in modeling biological and other scientific phenomena make this differential equations textbook more valuable and better motivated than ever. ... The writing is clear, though the modeling is not oversimplified. Overall, this book should convince math majors how demanding math modeling needs to be and biologists that taking another course in differential equations will be worthwhile. The coauthors deserve congratulations as well as course adoptions.""-SIAM Review, Sept. 2010, Vol. 52, No. 3""... Where this text stands out i

Author(s): Jones, D.S; Plank, Michael; Sleeman, B.D
Series: Chapman & Hall/CRC Mathematical and Computational Biology
Edition: 2nd ed
Publisher: CRC Press
Year: 2009

Language: English
Pages: 464
City: Hoboken
Tags: Биологические дисциплины;Матметоды и моделирование в биологии;

Content: Cover
Title
Copyright
Contents
Preface to the First Edition
Preface to the Second Edition
About the Authors
Chapter 1: Introduction
Chapter 2: Linear Ordinary Differential Equations with Constant Coecients
Chapter 3: Systems of Linear Ordinary Differential Equations
Chapter 4: Modelling Biological Phenomena
Chapter 5: First-Order Systems of Ordinary Differential Equations
Chapter 6: Mathematics of Heart Physiology
Chapter 7: Mathematics of Nerve Impulse Transmission
Chapter 8: Chemical Reactions
Chapter 9: Predator and Prey
Chapter 10: Partial Differential Equations Chapter 11: Evolutionary EquationsChapter 12: Problems of Diffusion
Chapter 13: Bifurcation and Chaos
Chapter 14: Numerical Bifurcation Analysis
Chapter 15: Growth of Tumours
Chapter 16: Epidemics
Answers to Selected Exercises
Index