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MILLER AND FREUND`S PROBABILITY AND STATISTICS FOR ENGINEERS


JOHNSON R.

wydawnictwo: PRENTICE HALL , rok wydania 2000, wydanie VI

cena netto: 271.00 Twoja cena  257,45 zł + 5% vat - dodaj do koszyka

Miller and Freund's Probablility and Statistics for Engineers, 6/e

Richard A. Johnson , University of Wisconsin-Madison
Published December 1999 by Engineering/Science/Mathematics

Copyright 2000, 622 pp. Cloth Bound with Disk ISBN 0-13-014158-5

Disk included


Summary

For an introductory, one/two semester, junior/senior level course in Probability and Statistics or Applied Statistics for engineering, physical science, and mathematics students.

This example and exercise-rich exploration of both elementary probability and basic statistics places a strong emphasis on engineering and science applications, many using data collected from the author's consulting experience. In later chapters, there is an emphasis on designed experiments, especially two-level factorial design.

Features

  • NEW-Several new data sets have been added-Drawn from both the author's own consulting activities and discussions with scientists and engineers about their statistical problems.
    • Help to illustrate the statistical methods and reasoning required in order to draw generalizations from data collected in actual experiments.
  • NEW-New case studies included in the first two chapters.
    • These applications illustrate the power of even simple statistical methods to suggest changes that make major improvements in production processes.
  • NEW-Expanded Chapter 1-Includes material on the distinction between sample and population, good and bad samples, and the use of a random number table to choose samples.
    • Exposes students to important, basic issues early.
  • NEW-Improved standard normal distribution material-The normal table now includes both negative and positive z values. Further, graphs of the normal density are used to guide students in evaluating normal probabilities.
    • Saves the student manipulations when evaluating normal probability.
  • NEW-Graphs of the sampling distribution showing the critical region and P value now accompany the examples of testing hypotheses.
    • These graphs help reinforce student understanding of the critical region, significance level, and P value.
  • NEW-Additional summary tables of testing procedures.
    • Makes for easier summary reference for students.
  • NEW-Improved coverage of curve fitting-Enhanced introduction to fitting a straight line by least squares. The role of the correlation coefficient and its own properties are highlighted.
    • What was previously a cumbersome presentation is now much more streamlined providing for greater clarification.
  • NEW-Expanded section on the graphic presentation of 22 and 23 designs-Now includes coverage of blocking.
    • Serves as a stand-alone introduction to the design of experiments for those instructors who can only devote two or three lectures to the subject.
  • Clear, concise presentation.
  • Vast, rich collection of exercises.
  • Solid treatment of confidence interval techniques and hypothesis testing procedures.
    • Clearly and consistently delineates for students the steps for hypothesis testing in each application.
  • Clear, current coverage of two-level factorial design.
    • To explore interactions, engineers have to know about experiments where more than one variable has been changed at the same time in design.
  • Full chapter on modern ideas of quality improvement.
    • Provides up-to-date coverage of this popular and significant trend in the field.
  • Accessible discussion on joint distributions and the properties of expectation.
    • This is a difficult topic not always covered in the course, but if so desired, here is a nice, quick treatment of it.


Table of Contents
1. Introduction.
2. Treatment of Data.
3. Probability.
4. Probability Distributions.
5. Probability Densities.
6. Sampling Distribution.
7. Inferences Concerning Means.
8. Inferences Concerning Variances.
9. Inferences Concerning Proportions.
10. Nonparametric Tests.
11. Curve Fitting.
12. Analysis of Variance.
13. Factorial Experimentation.
14. The Statistical Content of Quality-Improvement Programs.
15. Applications to Reliability and Life Testing.
Bibliography.
Statistical Tables.
Answers to Odd-Numbered Exercises.
Index.

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