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AEROSPACE ENGINEERING<br />

9.2 Testing Hypothesis on a Proportion<br />

9.3 Comparing Two Proportions: Estimation<br />

9.4 Coparing Two Proportions: Hypothesis Testing<br />

10 Comparing Two Means and Two Variances<br />

10.1 Point Estimation<br />

10.2 Comparing Variances: The F Distribution<br />

10.3 Comparing Means: Variances Equal (Pooled Test)<br />

10.4 Comparing Means: Variances Unequal<br />

10.5 Compairing Means: Paried Data<br />

10.6 Alternative Nonparametric Methods<br />

10.7 A Note on Technology<br />

11 Sample Linear Regression and Correlation<br />

11.1 Model and Parameter Estimation<br />

11.2 Properties of Least-Squares Estimators<br />

11.3 Confidence Interval Estimation and Hypothesis Testing<br />

11.4 Repeated Measurements and Lack of Fit<br />

11.5 Residual Analysis<br />

11.6 Correlation<br />

12 Multiple Linear Regression Models<br />

12.1 Least-Squares Procedures for Model Fitting<br />

12.2 A Matrix Approach to Least Squares<br />

12.3 Properties of the Least-Squares Estimators<br />

12.4 Interval Estimation<br />

12.5 Testing Hypotheses about Model Parameters<br />

12.6 Use of Indicator or "Dummy" Variables<br />

12.7 Criteria for Variable Selection<br />

12.8 Model Transformation and Concluding Remarks<br />

13 Analysis of Variance<br />

13.1 One-Way Classification Fixed-Effects Model<br />

13.2 Comparing Variances<br />

13.3 Pairwise Comparison<br />

13.4 Testing Contrasts<br />

13.5 Randomized Complete Block Design<br />

13.6 Latin Squares<br />

13.7 Random-Effects Models<br />

13.8 Design Models in Matrix Form<br />

13.9 Alternative Nonparametric Methods<br />

14 Factorial Experiments<br />

14.1 Two-Factor Analysis of Variance<br />

14.2 Extension to Three Factors<br />

14.3 Random and Mixed Model Factorial Experiments<br />

14.4 2^k Factorial Experiments<br />

14.5 2^k Factorial Experiments in an Incomplete Block Design<br />

14.6 Fractional Factorial Experiments<br />

15 Categorical Data<br />

15.1 Multinomial Distribution<br />

15.2 Chi-Squared Goodness of Fit Tests<br />

15.3 Testing for Independence<br />

15.4 Comparing Proportions<br />

16 Statistical Quality Control<br />

16.1 Properties of Control Charts<br />

16.2 Shewart Control Charts for Measurements<br />

16.3 Shewart Control Charts for Attributes<br />

16.4 Tolerance Limits<br />

16.5 Acceptance Sampling<br />

16.6 Two-Stage Acceptance Sampling<br />

16.7 Extensions in Quality Control<br />

Appendix A Statistical Tables<br />

Appendix B Answers to Selected Problems<br />

Appendix C Selected Derivations<br />

SCHAUM'S OUTLINE OF PROBABILITY,<br />

RANDOM VARIABLES, AND RANDOM<br />

PROCESSES<br />

by Hwei Hsu, Fairleigh Dickinson University<br />

1997 / Softcover / 320 pages<br />

ISBN: 978-0-07-030644-8<br />

(A Schaum's Publication)<br />

(A Professional Reference Title)<br />

CONTENTS<br />

Probability.<br />

Random Variables.<br />

Multiple Random Variables.<br />

Functions of Random Variables.<br />

Random Processes.<br />

Analysis and processing of Random Processes.<br />

Applications.<br />

SCHAUM'S OUTLINE OF FINITE ELEMENT<br />

ANALYSIS<br />

by George R. Buchanan, Ph.D., Tennessee Technological University<br />

1995 / Softcover / 264 pages<br />

ISBN: 978-0-07-008714-9<br />

(A Schaum's Publication)<br />

(A Professional Reference Title)<br />

CONTENTS<br />

Mathematical Background<br />

One-Dimensional Finite Elements<br />

Two- Dimensional Finite Elements<br />

Variational Principles, Galerkin Approximation, and Partial<br />

Differential Equations<br />

Isoparametric Finite Elements<br />

Selected Topics in Finite Element Analysis<br />

References<br />

Appendix: Computer Code for Coupled Steady-State<br />

Thermoelasticity<br />

11

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