Fr. 58.20

Statistical Methods for Planners

English · Paperback / Softback

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Description

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Klappentext This is a text for introductory courses on statistics for planners. It is unique in its orientation and concern for the realities of planning practice.The book covers such standard topics as probability, random variables, conditional probability and Bayes' rule, descriptive statistics, commonly used distributions, crosstabulations, Bayesian estimation, significance tests, measures of strength of association, bivariate and multivariate regression, experimental design, and non-parametric statistics. Its original contri bution is its focus on planning applications, with emphasis on Bayesian methods, multi-variate regression, the mathematical model of experimental results, and graphical methods of testing assumptions.Examples and homework problems have been chosen to relate statistical methods to issues of substantive interest to planners, in most cases using real-world data.While the book has been designed as a text for Masters in City Planning courses, portions of it have been used successfully at MIT in both doctoral and undergraduate planning courses. The applications and the range of statistical methods considered will also make this book a valuable resource for methodological classes in public policy analysis, economics, and social welfare. Students should be familiar with algebra, including logs, exponentials, and the graph- ing of functions. Calculus is not used. No prior knowledge of probability and statistics is assumed, although familiarity with histograms would be helpful.

Product details

Authors Thomas R. Willemain
Publisher The MIT Press
 
Languages English
Age Recommendation from age 18
Product format Paperback / Softback
Released 30.06.1980
 
EAN 9780262731706
ISBN 978-0-262-73170-6
No. of pages 322
Series MIT Press Classics
Statistical Methods for Planners
The MIT Press
The MIT Press
MIT Press Classics
Subjects Humanities, art, music > Art > Architecture
Natural sciences, medicine, IT, technology > Mathematics > Probability theory, stochastic theory, mathematical statistics

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