- ISBN: 9781439894576 | 1439894574
- Cover: Hardcover
- Copyright: 5/2/2012
List of Illustrations | p. xiii |
List of Tables | p. xv |
Preface | p. xvii |
Acknowledgments | p. xxiii |
Introduction | p. xxv |
What Is Statistics? | p. 1 |
Deductive and Inductive Statistics | p. 2 |
Stages of a Sample Study | p. 3 |
Warning!!! | p. 4 |
Control the Data | p. 5 |
Performing Power Analysis | p. 8 |
Significance Testing | p. 11 |
Wrong Signs | p. 12 |
Summary | p. 12 |
References | p. 13 |
Selected Bibliography | p. 13 |
Data | p. 15 |
Describing Data | p. 16 |
Data Orientation | p. 17 |
Nominal, Ordinal, Interval, and Ratio | p. 17 |
Sampling Considerations | p. 21 |
Rational Samples | p. 21 |
Rational Subsamples | p. 22 |
Rational Sampling Pitfalls | p. 22 |
Frequency of the Sample | p. 22 |
Degrees of Freedom | p. 23 |
Where Do I Start? | p. 24 |
What Is a p-Value? | p. 25 |
Assessing Normality | p. 27 |
Ryan-Joiner Test | p. 28 |
Summary | p. 28 |
Selected Bibliography | p. 28 |
Summarizing Data | p. 31 |
Frequency Distributions | p. 32 |
Histograms | p. 33 |
Why Histograms Are Used | p. 33 |
Graphical Presentations | p. 34 |
Dot Plots | p. 34 |
Stem and Leaf Displays | p. 35 |
Box Plots | p. 36 |
Scatter Diagrams | p. 36 |
Reading Scatter Diagrams | p. 37 |
Positive Correlation | p. 37 |
No Relationship | p. 38 |
Negative Relationship | p. 38 |
Possible Positive and Negative Correlation | p. 38 |
Descriptive Statistics | p. 39 |
The Mean (Average) | p. 39 |
The Median (Middle) | p. 40 |
The Mode (Most) | p. 40 |
Measures of Dispersion | p. 40 |
Range | p. 40 |
Standard Deviation | p. 41 |
Normality | p. 41 |
Areas in the Normal Distribution | p. 41 |
Standard Score | p. 42 |
A Sample from the Normal Distribution | p. 43 |
Distributions That Aren't Normal | p. 44 |
The Standard Error of the Mean | p. 44 |
Tests of Distributions as a Whole | p. 45 |
Transformations to Obtain Normality | p. 47 |
Confidence and Sensitivity | p. 47 |
Test for Independence in Contingency Tables | p. 49 |
Pearson's Chi-Square Test | p. 50 |
Calculating the Test Statistic | p. 51 |
G-Test | p. 51 |
Fisher Exact Test | p. 52 |
Barnard's Test | p. 52 |
Yates' Continuity Correction | p. 53 |
Summary | p. 53 |
References | p. 54 |
Selected Bibliography | p. 54 |
Tests and Confidence Intervals for Means | p. 59 |
Test for ¿ when ¿ Is Known | p. 60 |
Assumptions | p. 60 |
Normal Test | p. 60 |
Determination of Sample Size | p. 61 |
Confidence Intervals and Sample Size | p. 62 |
Test for ¿ when ¿ Is Unknown | p. 62 |
Tests for Proportion p | p. 63 |
Assumptions | p. 63 |
Test for a Sample of Size n < 150 | p. 63 |
Test for a Sample of Size n > 5/p0 | p. 64 |
Test for ¿1-¿2 when ¿1 and ¿2 Are Known | p. 64 |
Assumptions and Test Conditions | p. 64 |
Normal Test | p. 65 |
Confidence Intervals and Determination of Size of Independent Samples | p. 65 |
Test for ¿1-¿2 when ¿1 and ¿2 Are Unknown | p. 66 |
Assumptions and Design of Experiment | p. 66 |
Test for Paired Observations | p. 67 |
Test for Two Independent Samples when ¿1 = ¿2 | p. 67 |
Test of ¿1 - ¿2 = 0 for Two Independent Samples when ¿1 ≠ ¿2 | p. 67 |
Test for Differences between Proportions p1 - p2 | p. 68 |
Test for Differences among Several Means | p. 69 |
Detection of a Trend in a Set of Means, with Standard Deviations Unknown but Assumed Equal | p. 69 |
Summary | p. 70 |
Selected Bibliography | p. 70 |
Tests and Confidence Intervals for Standard Deviations | p. 71 |
Computation and Understanding s and c | p. 72 |
Chi-Square Test for ¿ in a Normal Distribution | p. 72 |
Assumptions | p. 72 |
Test | p. 72 |
F-Test for ¿1/¿2 for Normal Distributions | p. 73 |
Assumptions | p. 73 |
Test | p. 73 |
M-Test for Homogeneity of Variances | p. 74 |
Assumptions | p. 74 |
Test | p. 74 |
Summary | p. 74 |
Selected Bibliography | p. 75 |
Tests of Distributions and Means | p. 77 |
Underlying Distribution Analysis | p. 77 |
Methods of Testing for Underlying Distributions | p. 79 |
Probability Plotting | p. 81 |
Selected Tests | p. 82 |
Multivariate Statistics | p. 92 |
Summary | p. 93 |
References | p. 94 |
Selected Bibliography | p. 95 |
Understanding and Planning the Experiment and Analysis of Variance | p. 99 |
Understanding the Fundamentals of Experimentation | p. 99 |
Planning the Process | p. 100 |
Data Analysis versus Statistical Analysis | p. 101 |
Analysis of Variance | p. 103 |
Necessary Assumptions | p. 103 |
Within-Groups Variability | p. 104 |
Between-Groups Variability | p. 105 |
Hypothesis Testing | p. 105 |
Statistical Hypothesis/Null Hypothesis | p. 105 |
Tests of Hypothesis | p. 106 |
Hypothesis Testing Steps | p. 108 |
Calculating the F-Ratio | p. 112 |
Multiple-Comparison Procedures | p. 112 |
Interactions | p. 113 |
How Can You Test the Null Hypothesis That Several Population Means Are Equal? | p. 113 |
Special Considerations | p. 114 |
Complete Factorial Design for Treatments | p. 114 |
Complete Randomization for Background Conditions | p. 114 |
Randomized Block Design for Background Conditions | p. 115 |
Latin Square Design for Background Conditions | p. 115 |
Other Designs | p. 116 |
Types of Analysis of Variance | p. 116 |
Type I Problems | p. 116 |
Type II Problems | p. 116 |
Taguchi Approach to Design of Experiments | p. 117 |
Summary | p. 121 |
References | p. 121 |
Selected Bibliography | p. 122 |
Newer Sources | p. 122 |
Fitting Functions | p. 125 |
Selecting Dependent Variables | p. 125 |
Selecting Independent Variables | p. 125 |
Correlation Analysis | p. 126 |
Regression | p. 126 |
Step Regression | p. 128 |
General Linear Model | p. 130 |
Discriminant Analysis | p. 131 |
Log-Linear Models | p. 132 |
Logistic Regression | p. 132 |
Factor Analysis | p. 133 |
Cluster Analysis | p. 134 |
Testing Hypothesis about Many Means | p. 134 |
Conjoint Analysis | p. 135 |
Multiple Regression | p. 136 |
Partial Regression | p. 137 |
After Regression | p. 137 |
Residuals | p. 137 |
Judging the Size of the Residuals | p. 138, |
Checking Assumptions with Residuals | p. 138 |
Looking for Outliers | p. 139 |
Normality | p. 139 |
Prediction and Coefficient Standardization | p. 140 |
Confidence Intervals for Regression Coefficients | p. 142 |
Linearity | p. 143 |
Summary | p. 144 |
References | p. 145 |
Selected Bibliography | p. 146 |
Typical Sampling Techniques | p. 147 |
Notation and Formula for the Hypergeometric Distribution | p. 148 |
Binomial Experiment | p. 150 |
Notation and Formula | p. 150 |
Binomial Distribution | p. 151 |
Cumulative Binomial Probability | p. 152 |
Types of Acceptance Plans | p. 154 |
Definitions of Basic Acceptance Plans | p. 154 |
Final Choice Is a Trade-Off Analysis | p. 156 |
MIL STDs 105D and 114 | p. 156 |
Stratified Sampling | p. 157 |
Advantages and Disadvantages | p. 157 |
Proportionate versus Disproportionate Stratification | p. 158 |
Surveys | p. 158 |
Quality of Survey Results | p. 159 |
Sample Design | p. 160 |
Simple Random Sampling | p. 160 |
Cluster Sampling | p. 161 |
Advantages and Disadvantages | p. 161 |
When to Use Cluster Sampling | p. 162 |
Difference between Strata and Clusters | p. 162 |
How to Choose the Best Sampling Method | p. 163 |
Quality Control Charts and Sampling | p. 165 |
Attributes or Variables | p. 165 |
Choice of Plan | p. 166 |
Inspection Level | p. 166 |
Summary | p. 167 |
Selected Bibliography | p. 167 |
Understanding Computer Programs for Design and Estimating Design Power | p. 169 |
Examples of ANOVA and ANCOVA Models | p. 169 |
Types of Statistical Models | p. 173 |
Strong Recommendations | p. 175 |
Summary | p. 176 |
References | p. 176 |
Epilogue | p. 179 |
Minitab Computer Usage | p. 181 |
Formulas Based on Statistical Categories | p. 223 |
General Statistical Formulas | p. 229 |
Hypothesis Testing Roadmap | p. 251 |
Test Indicators | p. 253 |
Hypothesis Testing-Selected Explanations and Examples | p. 257 |
When to Use Quality Tools-A Selected List | p. 293 |
Glossary | p. 305 |
Selected Bibliography | p. 469 |
Index | p. 471 |
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