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Addison-Wesley / Prentice Hall

Mathematics

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Case Studies in Mathematical Modeling: Ecology, Physiology, and Cell Biology
Hans G. Othmerthe University of Utah
Fred Adlerthe University of Utah
Mark Lewisthe University of Utah
John Dallonthe University of Utah

ISBN-10: 0135740398
ISBN-13:  9780135740392

Publisher:  Prentice Hall
Copyright:  1997
Format:  Paper; 416 pp
Published:  12/30/1996
Status: Available on Demand   What's this?


Suggested retail price: $73.33
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This text is a core book or supplement for biology courses or math biology courses. It will also be used in advanced courses in ecology, cell biology, and physiology found in various biology departments.

This inexpensive paperback exposes students to some of today's most exciting and progressive research topics. This diverse compilation of case studies illustrates the unifying role of applied mathematics throughout the biological sciences. Written by leaders in the field, the cases demonstrate how successful modelers have used mathematics to answer real biological questions and takes students step-by-step through the entire analytical process - question, model formulation, analysis, results, testing, and interpretation.

  • Offers intriguing, diverse case studies written by today's top experts in the field of mathematical biology.
  • Methodically details the application process in each case, making the research highly accessible to all students and encouraging them to think and extend math into biology on their own.
  • Provides a solid foundation in theoretical biology.
  • Unifies mathematical, biological and modeling themes, providing useful tools for thought for future projects.
  • Encourages students to find links between research areas.
  • Combines education and research to give the best insight into the workings of the science.

I. ECOLOGY AND EVOLUTION.

 1. You Bet Your Life: Life -History Strategies in Fluctuating Environments, Steve Ellner, North Carolina State University.

 2. The Evolution of Species' Niches: Population Dynamic Perspectives, Robert D. Holt and Richard Gomulkiewicz.

 3. Reflections on Models of Epidemics Triggered by the Case of Phocine Distemper Virus Among, Odo Diekmann.

 4. Simple Representations of Biomass Dynamics in Structured Populations, R.M. Nisbet, E. McCauley, W.S.C. Gurney, W.W. Murloch, and A.M. de Roos.

 5.Ancestral Inference from DNA Sequence Data, Simon Tavare.

II. CELL BIOLOGY.

 6. Signal Transduction and Second Messenger Systems, Hans Othmer.

 7 The Eukaryotic Cell Cycle: Molecules - Mechanisms and Mathematical Models, John Tyson, Kathy Chen, and Bela Novak.

 8 Mathamatical Models of Hematopoietic Cell Replication and Control, Michael Mackey.

 9 Oscillations and Multistability in Delayed Feedback Control, John Milton and Jennifer Foss.

10 Calcium and Membrane Potential Oscillations with Applications to Insulin- Secreting Pancreatic Beta-Cells, Arthur Sherman.

III. PHYSIOLOGY.

11. Mathamatical Modeling of Muscle Crossbridge Mechanics, Edward Pate.

12. THe Topology of Phase Resetting and the Entertainment of Limit Cycles, Leon Glass.

13. Modeling the Interaction of Cardiac Muscle with Strong Electric Fields, Wanda Krassowska.

14. Fluid Dynamics and Fiber Architecture of the Heart and its Valves, Charles S. Peskin and David M. McQueen.

15. Bioconvection, N.A. Hill.

A. Age Structured Models, Frederick R. Alder.

B. Qualitative Theory of Ordinary Differential Equations, Mark A. Lewis and Hans G. Othmer.

C. An Introduction to Partial Differential Equations, Hans G. Othmer.

Author/Editor Index.

Subject Index.

List of Contributors.

Colophon.

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