Basic Statistics and Pharmaceutical Statistical Applications

Name: Basic Statistics and Pharmaceutical Statistical Applications
Brand: Taylor & Francis Inc
SKU: 9781466596733
Price: 39026 HUF
Availability: InStock

Szerző: James E De Muth

Nyelv:

Kötés: Kemény kötésű

Kiadó: Taylor & Francis Inc

Elérhetőség: 50 % esély

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Building on its best-selling predecessors, Basic Statistics and Pharmaceutical Statistical Applicati...

Információk a könyvről

Szerző

James E De Muth

Nyelv

Angol

Kötés

Könyv - Kemény kötésű

Kiadva

2014

oldal

848

EAN

9781466596733

ISBN

1466596732

Enbook ID

02382922

Kiadó

Taylor & Francis Inc

Súly

1338

Méretek

157 x 242 x 43

Teljes leírás

Building on its best-selling predecessors, Basic Statistics and Pharmaceutical Statistical Applications, Third Edition covers statistical topics most relevant to those in the pharmaceutical industry and pharmacy practice. It focuses on the fundamentals required to understand descriptive and inferential statistics for problem solving. Incorporating new material in virtually every chapter, this third edition now provides information on software applications to assist with evaluating data.

New to the Third Edition

Use of Excel^® and Minitab^® for performing statistical analysis
Discussions of nonprobability sampling procedures, determining if data is normally distributed, evaluation of covariances, and testing for precision equivalence
Expanded sections on regression analysis, chi square tests, tests for trends with ordinal data, and tests related to survival statistics
Additional nonparametric procedures, including the one-sided sign test, Wilcoxon signed-ranks test, and Mood’s median test

With the help of flow charts and tables, the author dispels some of the anxiety associated with using basic statistical tests in the pharmacy profession and helps readers correctly interpret their results using statistical software. Through the text’s worked-out examples, readers better understand how the mathematics works, the logic behind many of the equations, and the tests’ outcomes.

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