This dictionary provides an understanding of the methods, principles, and applications of statistics.
Comprehensive A-Z survey of statistical terms and concepts, with clear explanations that do not assume great theoretical or mathematical skills
Now includes numerous useful links to authoritative Web sites to further expand research in the field
Appendices include lists of symbols and formulae, statistical tables, and advice on the use of statistical computer software
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Roger Porkess is Project Leader for Mathematics in Education and Industry (MEl), an independent curriculum development body. In this role he has initiated many recent innovations in school mathematics and statistics and taken a leading role in their subsequent development He is often invited to contribute to national discussions and to speak at conferences.
Roger read mathematics at Cambridge and later took higher degrees at Reading and Keele. In the early part of his career he taught in secondary schools, both in the U.K. and overseas (Zambia, Ghana and Malaysia). During the early 1980s he was Head of Mathematics at Denstone College in Staffordshire and it was at that time that he became involved in curriculum development work and also became a Collins author.
Since then he has been involved in some eighty books, as author, co-author or series editor, covering the full range of secondary school mathematics and statistics, and also children's plays. He is also heavily involved in school examinations, particularly at A Level.
Roger now lives in Totnes, Devon. He is married with three grown-up children.
This dictionary provides an understanding of the methods, principles, and applications of statistics.
Comprehensive A-Z survey of statistical terms and concepts, with clear explanations that do not assume great theoretical or mathematical skills
Now includes numerous useful links to authoritative Web sites to further expand research in the field
Appendices include lists of symbols and formulae, statistical tables, and advice on the use of statistical computer software
In recent years there has been a marked increase in the teaching and application of statistics. A generation ago the subject was rarely taught in schools and very little in universities. Nowadays every school child learns at least some descriptive statistics within the mathematics syllabus; nearly all A-level mathematics courses now contain some probability and statistics topics which for many students, comprise the applied part of their syllabus. In addition, many other subjects, such as geography and biology require some knowledge of statistical techniques from their A-level students. At the tertiary level, the importance of statistical evidence is now accepted by virtually all academic disciplines and there are relatively few science or social science subjects which do not require knowledge of the subject. The increasing use of data bases allows easy access to data and the use of computers takes much of the tedium out of complex calculations.
At the same time public awareness of the subject has increased. For example, it is now expected that when the result of an opinion poll is announced the sample size should be given. Statistical terms, such as parameter and correlation have found their way into everyday English, often used incorrectly.
This rapid growth of the subject means that many people are now using it with a somewhat limited theoretical or mathematical background and it is hoped that such people, be they at work, school or university will find this book particularly helpful.
The context of the Dictionary has been selected to cover the needs not only of those taking statistics as part of A-level, or similar, mathematics courses but also of those learning it as a service subject at the tertiary level. 'While its format is superficially like that of a traditional dictionary, it differs in a number of respects. Many of the entries are encyclopedic in treatment and include many worked examples. These illustrate how the various statistical measures are calculated and the tests applied. Most of these examples use artificial data; real data is usually more difficult to work with and can easily obscure the point being made. The text is illustrated throughout with diagrams and graphs to aid the reader. Considerable effort has been made to ensure that the information in this book is accessible to its readers. Care has been taken to avoid using terminology that is likely to cause difficulty to the reader of any particular entry. The simpler the subject of an entry, the easier the language and notation used within it. On the other hand, more advanced topics can often only be understood in terms of easier ones and so there is something of a hierarchy among the entries. There is cross-referencing throughout the book, indicated by the use of SMALL CAPITALS.
The conventions used are those in common usage at the time of writing. Greek letters refer to parent population parameters, Roman letters to sample statistics. Capital letters are used for variable names, lower case for values of those variables. A full list of symbols is included in Appendix A while Appendix B is a list of formulae. The tables in Appendix Care those needed for the tests and techniques described within the book.
The second edition of this book has been the occasion for a major revision of the material. Many of the original entries have been rewritten and extended, and a substantial number of new entries have been included. However, the basic intention of the book remains the same, that it should provide useful information for the large, and increasing, body of users of statistics. That brings with it a word of caution: where possible the entries are accompanied by worked examples and this makes some of them quite long, but readers should not judge the importance of an entry by its length.
Excerpted from Statisticsby Roger Porkess Copyright © 2006 by Roger Porkess. Excerpted by permission.
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