Introductory Probability and Statistics Edition 8 Revised Edition

Applications for Forestry and Natural Sciences

Paperback
October 2019
9781789243307
More details
  • Publisher
    CABI
  • Published
    1st October
  • ISBN 9781789243307
  • Language English
  • Pages 448 pp.
  • Size 7" x 9"
  • Request Exam Copy
$75.00

All students, practitioners and researchers in forestry and related disciplines need a good grounding in statistics and probability. This need is increasing as techniques for gathering and analyzing large amounts of data are becoming commonplace.

This special revised edition of this unique textbook is specifically designed for statistics and probability courses taught to students of forestry and related disciplines. It introduces probability, statistical techniques, data analysis, hypothesis testing, experimental design, sampling methods, nonparametric tests and statistical quality control, using examples drawn from a forestry, wood science and conservation context. The book now includes several new practical exercises for students to practice data analysis and experimental design themselves. It has been updated throughout, and its scope has been broadened to reflect the evolving and dynamic nature of forestry, bringing in examples from conservation science, recreation and urban forestry.

Key Points:

  • Specifically written and designed to teach statistics and probability to students of forestry and related disciplines
  • This revised edition has been broadened to reflect the dynamism of modern forestry
  • Chapters in this revised edition include new practical exercises allowing students to practice data analysis and experimental design.

1: STATISTICS AND DATA: What do Numbers have to do with Trees?
2: DESCRIPTIVE STATISTICS: Making Sense of Data
3: PROBABILITY: The Foundation of Statistics
4: RANDOM VARIABLES AND PROBABILITY DISTRIBUTIONS: Outcomes of Random Experiments
5: SOME DISCRETE PROBABILITY DISTRIBUTIONS: Describing Data that is Counted
6: CONTINUOUS DISTRIBUTIONS AND THE NORMAL DISTRIBUTION: Describing Data that is Measured
7: SAMPLING DISTRIBUTIONS: The Foundation of Inference
8: ESTIMATION: Determining the Value of Population Parameters
9: TESTS OF HYPOTHESES: Making Claims about Population Parameters
10: GOODNESS-OF-FIT AND TEST FOR INDEPENDENCE: Testing Distributions
11: REGRESSION AND CORRELATION: Relationships between Variables
12: ANALYSIS OF VARIANCE: Testing Differences between Several Means
13: SAMPLING METHODS AND DESIGN OF EXPERIMENTS: Collecting Data
14: NONPARAMETRIC TESTS: Testing when Distributions are Unknown
15: QUALITY CONTROL: Statistics for Production and Processing

Robert A. Kozak

Robert A. Kozak is at The University of British Columbia, Canada.

Antal Kozak

Antal Kozak is at The University of British Columbia, Canada.

Christina L. Staudhammer

Christina L. Staudhammer is at University of Alabama.

Susan B. Watts

Susan B. Watts is at The University of British Columbia, Canada.