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by J. Mazumdar
Download An Introduction to Mathematical Physiology and Biology (Cambridge Studies in Mathematical Biology) fb2
Medicine & Health Sciences
  • Author:
    J. Mazumdar
  • ISBN:
    0521646758
  • ISBN13:
    978-0521646758
  • Genre:
  • Publisher:
    Cambridge University Press; 2 edition (October 13, 1999)
  • Pages:
    244 pages
  • Subcategory:
    Medicine & Health Sciences
  • Language:
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    1644 kb
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    1191 kb
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    1647 kb
  • Rating:
    4.2
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    613
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Series: Cambridge Studies in Mathematical Biology (16). This textbook is concerned with the mathematical modelling of biological and physiological phenomena for mathematically sophisticated students.

Series: Cambridge Studies in Mathematical Biology (16). Recommend to librarian. A range of topics are discussed: diffusion population dynamics, autonomous differential equations and the stability of ecosystems, biogeography, pharmokinetics, biofluid mechanics, cardiac mechanics, the spectral analysis of heart sounds using FFT techniques.

This book tells what we knew about the mathematics of epidemics up until 1990. The differential equations (beginning with Bernoulli and moving forward) are presented well. That is, the variables are defined in the text and not too many steps are skipped in the derivations

This book tells what we knew about the mathematics of epidemics up until 1990. That is, the variables are defined in the text and not too many steps are skipped in the derivations. The high point in this type of epidemiology came in 1927, when Kermack and McKendrick wrote the continuous-time epidemic equations. Diseases were characterized by the parameter rho, the relative removal rate

Cambridge Studies in Mathematical Biology: Mathematical Aspects of Hodgkin-Huxley Neural Theory Series Number .

Cambridge Studies in Mathematical Biology: Mathematical Aspects of Hodgkin-Huxley Neural Theory Series Number 7. Jane Cronin. He has also written chapters in a number of well-known books. Professor Mazumdar is a recipient of number of prestigious awards.

This book provides a clear and concise summary of the fluid dynamics of the locomotion of living organisms. The biological phenomena described in detail range from the swimming of bacteria and fish to the flying of insects and birds. The breadth of treatment requires the study of two basic fluid-dynamical regimes. In the first case, that of small organisms, the viscosity of the fluid is paramount in deciding the most effective swimming strategy. Series: Cambridge Studies in Mathematical Biology (Book 2).

Start by marking An Introduction to Mathematical Physiology and Biology as Want to Read . This textbook is concerned with the mathematical modeling of biological and physiological phenomena for mathematically sophisticated students.

Start by marking An Introduction to Mathematical Physiology and Biology as Want to Read: Want to Read savin. ant to Read. A range of topics are discussed: diffusion population dynamics, autonomous differential equations and the stability of ecosystems, biogeography, pharmokinetics, biofluid mechanics, cardiac mechanics, the spectral analysis of heart s.

Mathematical Biology provides a broad base for further studies across all of biology, and should be considered by all biologists, whether their primary interests lie in molecular and cellular disciplines, physiology, psychology, or in ecology and evolution.

Mathematical Biology provides a broad base for further studies across all of biology, and should be considered by all biologists, whether their primary interests lie in molecular and cellular disciplines, physiology, psychology, or in ecology and evolution

Mathematical and theoretical biology is a branch of biology which employs theoretical analysis, mathematical models and abstractions of the living organisms to investigate the principles that govern the structure, development and behavior of the syst.

Mathematical and theoretical biology is a branch of biology which employs theoretical analysis, mathematical models and abstractions of the living organisms to investigate the principles that govern the structure, development and behavior of the systems, as opposed to experimental biology which deals with the conduction of experiments to prove and validate the scientific theories.

Preface 1. Dimensional analysis in mathematical physiology 2. The mathematics of diffusion 3. Population . Population biology 4. Biogeography: mathematical analysis of wildlife reserves 5. Pharmacokinetics: drug distribution in pharmacology 6. Mathematical modelling in epidemiology 7. Modelling the AIDS epidemic 8. Biological fluid mechanics 9. Analysis and applications of left ventricular mechanics 1. cle{Mazumdar1989AnIT, title {An introduction to mathematical physiology and biology}, author {Jagannath Mazumdar}, journal {Acta Applicandae Mathematica}, year {1989}, volume {18}, pages {297-300} }.

This textbook is concerned with the mathematical modeling of biological and physiological phenomena for mathematically sophisticated students. A range of topics are discussed: diffusion population dynamics, autonomous differential equations and the stability of ecosystems, biogeography, pharmokinetics, biofluid mechanics, cardiac mechanics, the spectral analysis of heart sounds using FFT techniques. The last chapter deals with a wide variety of commonly used medical devices. This edition includes new chapters on epidemiology, including modeling the spread of AIDS through a population. Coverage is based on courses taught by the author over many years and the material is class tested. The reader is aided by many exercises that examine key points and extend the presentation in the body of the text. All students of mathematical biology will find this book to be a highly useful resource.