Statistics for Terrified Biologists - Emden, Helmut F. Van
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Présentation Statistics For Terrified Biologists de Emden, Helmut F. Van Format Broché
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Résumé : Makes mathematical and statistical analysis understandable to even the least math-minded biology student This unique textbook aims to demystify statistical formulae for the average biology student. Written in a lively and engaging style, Statistics for Terrified Biologists, 2nd Edition draws on the author's 30 years of lecturing experience to teach statistical methods to even the most guarded of biology students. It presents basic methods using straightforward, jargon-free language. Students are taught to use simple formulae and how to interpret what is being measured with each test and statistic, while at the same time learning to recognize overall patterns and guiding principles. Complemented by simple examples and useful case studies, this is an ideal statistics resource tool for undergraduate biology and environmental science students who lack confidence in their mathematical abilities.? Statistics for Terrified Biologists presents readers with the basic foundations of parametric statistics, the t-test, analysis of variance, linear regression and chi-square, and guides them to important extensions of these techniques. It introduces them to non-parametric tests, and includes a checklist of non-parametric methods linked to their parametric counterparts. The book also provides many end-of-chapter summaries and additional exercises to help readers understand and practice what they've learned. This second edition of Statistics for Terrified Biologists is an invaluable guide that will be of great benefit to pre-health and biology undergraduate students.
Biographie: HELMUT F. VAN EMDEN, PhD, is an internationally respected entomologist who in the UK has been President of both the Royal Entomological Society and the Association of Applied Biologists. He is currently Emeritus Professor of Horticulture in the School of Agriculture, Policy and Development at the University of Reading, UK, where for 35 years he has taught entomology at Masters level to international students of Crop Protection. He has taught and carried out research on applied entomology in six continents....
Sommaire: Preface to the second edition xv Preface to the first edition xvii 1 How to use this book 1 Introduction 1 The text of the chapters 1 What should you do if you run into trouble? 2 Elephants 3 The numerical examples in the text 3 Boxes 4 Spare-time activities 4 Executive summaries 5 Why go to all that bother? 5 The bibliography 7 2 Introduction 9 What are statistics? 9 Notation 10 Notation for calculating the mean 12 3 Summarising variation 13 Introduction 13 Different summaries of variation 14 Range 14 Total deviation 14 Mean deviation 15 Variance 16 Why n?1? 17 Why are the deviations squared? 18 The standard deviation 19 The next chapter 21 Spare-time activities 21 4 When are sums of squares NOT sums of squares? 23 Introduction 23 Calculating machines offer a quicker method of calculating the sum of squares 24 Added squares 24 The correction factor 24 Avoid being confused by the term sum of squares 24 Summary of the calculator method for calculations as far as the standard deviation 25 Spare-time activities 26 5 The normal distribution 27 Introduction 27 Frequency distributions 27 The normal distribution 28 What percentage is a standard deviation worth? 30 Are the percentages always the same as these? 30 Other similar scales in everyday life 33 The standard deviation as an estimate of the frequency of a number occurring in a sample 33 From percentage to probability 34 Executive Summary 1 - The standard deviation 36 6 The relevance of the normal distribution to biological data 39 To recap 39 Is our observed distribution normal? 41 Checking for normality 42 What can we do about a distribution that clearly is not normal? 42 Transformation 42 Grouping samples 47 Doing nothing! 47 How many samples are needed? 47 Type 1 and Type 2 errors 48 Calculating how many samples are needed 49 7 Further calculations from the normal distribution 51 Introduction 51 Is A bigger than B? 52 The yardstick for deciding 52 The standard error of a difference between two means of three eggs 53 Derivation of the standard error of a difference between two means 53 Step 1: from variance of single data to variance of means 55 Step 2: From variance of single data to variance of differences 57 Step 3: The combination of Steps 1 and 2: the standard error of difference between means (s.e.d.m.) 58 Recap of the calculation of s.e.d.m. from the variance calculated from the individual values 61 The importance of the standard error of differences between means 61 Summary of this chapter 62 Executive Summary 2 - Standard error of a difference between two means 66 Spare-time activities 67 8 Thet-test 69 Introduction 69 The principle of the t-test 70 The t-test in statistical terms 71 Why t? 71 Tables of the t-distribution 72 The standard t-test 75 The procedure 76 The actual t-test 81 t-test for means associated with unequal variances 81 The s.e.d.m. when variances are unequal 82 A worked example of the t-test for means associated with unequal variances 85 The paired t-test 87 Pair when possible 90 Executive Summary 3 - The t-...
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