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biomathematics an introduction david machin [pdf]

Biomathematics: An Introduction by David Machin

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About this book :-
Biomathematics: An Introduction written by David Machin .
Biology is a very diverse and far-ranging science: and with so great a variety of material available for study it is of no surprise that most people have an interest in some facet of the subject. This diversity provides a vast potential for enquiry and discovery but at the same time makes efforts aimed at producing unifying theories more difficult. For example, the geneticist may be able to make statements about family resemblances between parent and offspring by assuming random mating - there are sufficient random-mating populations to enable him to check the theory. But there are as many, if not more, populations in which random mating does not occur to even an approximate degree, and so what then? Nevertheless, despite the difficulties, we still search for underlying theories whenever possible, and genetics is one branch of biology where mathematical methods have helped a great deal with this search. At a very early stage in the study of genetics we learn of Hardy-Weinberg equilibrium, which is no more than an application of an elementary mathematical result. Genetic counsellors talk in mathematical and probabilistic terms and few would disclaim the ensuing advantages.

Book Detail :-
Title: Biomathematics: An Introduction
Edition:
Author(s): David Machin
Publisher: Palgrave Macmillan UK
Series:
Year: 1976
Pages:
Type: PDF
Language: English
ISBN: 978-0-333-18080-8,978-1-349-02554-1,118-119-121-1
Country: UK
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About Author :- David Machin, Department of Mathematics, University of Stirling, Stirling, Scotland, UK.

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Book Contents :-
Biomathematics: An Introduction written by David Machin cover the following topics.
1. Indices, Logarithms and Exponential Functions
2. Graphs of some Important Functions
3. The Binomial Expansion
4. The First Elements of Calculus
5. Integration
6. Matrix Algebra
Solutions to Problems
Appendix 1 Logarithms to the base 10
Appendix 2 Antilogarithms
Appendix 3 Symbols and mathematical constants
References
Index



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