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E-raamat: Illuminating Statistical Analysis Using Scenarios and Simulations [Wiley Online]

  • Formaat: 312 pages
  • Ilmumisaeg: 11-Apr-2017
  • Kirjastus: John Wiley & Sons Inc
  • ISBN-10: 1119296382
  • ISBN-13: 9781119296386
Teised raamatud teemal:
  • Wiley Online
  • Hind: 121,59 €*
  • * hind, mis tagab piiramatu üheaegsete kasutajate arvuga ligipääsu piiramatuks ajaks
  • Formaat: 312 pages
  • Ilmumisaeg: 11-Apr-2017
  • Kirjastus: John Wiley & Sons Inc
  • ISBN-10: 1119296382
  • ISBN-13: 9781119296386
Teised raamatud teemal:
 Features an integrated approach of statistical scenarios and simulations to aid readers in developing key intuitions needed to understand the wide ranging concepts and methods of statistics and inference

Illuminating Statistical Analysis Using Scenarios and Simulations presents the basic concepts of statistics and statistical inference using the dual mechanisms of scenarios and simulations. This approach helps readers develop key intuitions and deep understandings of statistical analysis. Scenario-specific sampling simulations depict the results that would be obtained by a very large number of individuals investigating the same scenario, each with their own evidence, while graphical depictions of the simulation results present clear and direct pathways to intuitive methods for statistical inference. These intuitive methods can then be easily linked to traditional formulaic methods, and the author does not simply explain the linkages, but rather provides demonstrations throughout for a broad range of statistical phenomena. In addition, induction and deduction are repeatedly interwoven, which fosters a natural "need to know basis" for ordering the topic coverage.

Examining computer simulation results is central to the discussion and provides an illustrative way to (re)discover the properties of sample statistics, the role of chance, and to (re)invent corresponding principles of statistical inference. In addition, the simulation results foreshadow the various mathematical formulas that underlie statistical analysis.

In addition, this book:

Features both an intuitive and analytical perspective and includes a broad introduction to the use of Monte Carlo simulation and formulaic methods for statistical analysis

Presents straight-forward coverage of the essentials of basic statistics and ensures proper understanding of key concepts such as sampling distributions, the effects of sample size and variance on uncertainty, analysis of proportion, mean and rank differences, covariance, correlation, and regression

Introduces advanced topics such as Bayesian statistics, data mining, model cross-validation, robust regression, and resampling

Contains numerous example problems in each chapter with detailed solutions as well as an appendix that serves as a manual for constructing simulations quickly and easily using Microsoft® Office Excel®

Illuminating Statistical Analysis Using Scenarios and Simulations is an ideal textbook for courses, seminars, and workshops in statistics and statistical inference and is appropriate for self-study as well. The book also serves as a thought-provoking treatise for researchers, scientists, managers, technicians, and others with a keen interest in statistical analysis.

Jeffrey E. Kottemann, Ph.D., is Professor in the Perdue School at Salisbury University. Dr. Kottemann has published articles in a wide variety of academic research journals in the fields of business administration, computer science, decision sciences, economics, engineering, information systems, psychology, and public administration. He received his Ph.D. in Systems and Quantitative Methods from the University of Arizona.
Preface ix
Acknowledgements xi
Part I Sample Proportions and the Normal Distribution
1(74)
1 Evidence and Verdicts
3(2)
2 Judging Coins I
5(4)
3 Brief on Bell Shapes
9(2)
4 Judging Coins II
11(8)
5 Amount of Evidence I
19(4)
6 Variance of Evidence I
23(4)
7 Judging Opinion Splits I
27(4)
8 Amount of Evidence II
31(4)
9 Variance of Evidence II
35(4)
10 Judging Opinion Splits II
39(6)
11 It Has Been the Normal Distribution All Along
45(4)
12 Judging Opinion Split Differences
49(4)
13 Rescaling to Standard Errors
53(2)
14 The Standardized Normal Distribution Histogram
55(4)
15 The z-Distribution
59(6)
16 Brief on Two-Tail Versus One-Tail
65(4)
17 Brief on Type I Versus Type II Errors
69(6)
Part II Sample Means and the Normal Distribution
75(36)
18 Scaled Data and Sample Means
77(2)
19 Distribution of Random Sample Means
79(2)
20 Amount of Evidence
81(2)
21 Variance of Evidence
83(4)
22 Homing in on the Population Mean I
87(4)
23 Homing in on the Population Mean II
91(2)
24 Homing in on the Population Mean III
93(2)
25 Judging Mean Differences
95(4)
26 Sample Size, Variance, and Uncertainty
99(6)
27 The t-Distribution
105(6)
Part III Multiple Proportions and Means: The X2- and F-Distributions
111(36)
28 Multiple Proportions and the X2-Distribution
113(6)
29 Facing Degrees of Freedom
119(2)
30 Multiple Proportions: Goodness of Fit
121(4)
31 Two-Way Proportions: Homogeneity
125(2)
32 Two-Way Proportions: Independence
127(4)
33 Variance Ratios and the F-Distribution
131(6)
34 Multiple Means and Variance Ratios: ANOVA
137(6)
35 Two-Way Means and Variance Ratios: ANOVA
143(4)
Part IV Linear Associations: Covariance, Correlation, and Regression
147(46)
36 Covariance
149(4)
37 Correlation
153(2)
38 What Correlations Happen Just by Chance?
155(6)
39 Judging Correlation Differences
161(4)
40 Correlation with Mixed Data Types
165(2)
41 A Simple Regression Prediction Model
167(4)
42 Using Binomials Too
171(4)
43 A Multiple Regression Prediction Model
175(4)
44 Loose End I (Collinearity)
179(4)
45 Loose End II (Squaring R)
183(2)
46 Loose End III (Adjusting R-Squared)
185(2)
47 Reality Strikes
187(6)
Part V Dealing with Unruly Scaled Data
193(20)
48 Obstacles and Maneuvers
195(4)
49 Ordered Ranking Maneuver
199(2)
50 What Rank Sums Happen Just by Chance?
201(2)
51 Judging Rank Sum Differences
203(2)
52 Other Methods Using Ranks
205(2)
53 Transforming the Scale of Scaled Data
207(2)
54 Brief on Robust Regression
209(2)
55 Brief on Simulation and Resampling
211(2)
Part VI Review and Additional Concepts
213(34)
56 For Part I
215(6)
57 For Part II
221(6)
58 For Part III
227(6)
59 For Part IV
233(10)
60 For Part V
243(4)
Appendices
247(48)
A Data Types and Some Basic Statistics
249(4)
B Simulating Statistical Scenarios
253(18)
C Standard Error as Standard Deviation
271(2)
D Data Excerpt
273(4)
E Repeated Measures
277(4)
F Bayesian Statistics
281(6)
G Data Mining
287(8)
Index 295
Jeffrey E. Kottemann, Ph.D., is Professor in the Perdue School at Salisbury University. Dr. Kottemann has published articles in a wide variety of academic research journals in the fields of business administration, computer science, decision sciences, economics, engineering, information systems, psychology, and public administration. He received his Ph.D. in Systems and Quantitative Methods from the University of Arizona.