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Statistical Computing With R

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Computational statistics and statistical computing utilize computational, graphical, and numerical methods to address statistical challenges, making the R language an excellent choice for these disciplines. This book is among the first to incorporate R in its exploration of these topics, emphasizing an examples-based approach to traditional computational statistics material. It is well-suited for introductory courses or self-study, featuring R code for all examples and notes to clarify programming concepts. The content begins with an overview of computational statistics and an introduction to the R environment, followed by a review of fundamental probability and classical statistical inference concepts. Subsequent chapters delve into specific computational statistics topics, including simulating random variables from distributions, visualizing multivariate data, Monte Carlo integration, variance reduction methods, bootstrap and jackknife techniques, permutation tests, Markov chain Monte Carlo (MCMC) methods, and density estimation. The concluding chapter showcases examples that demonstrate the application of numerical methods using R functions. By prioritizing implementation over theory, this text provides a balanced and accessible entry point into computational statistics and statistical computing.

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Statistical Computing With R, Maria Rizzo

Language
Released
2007
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(Hardcover)
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Title
Statistical Computing With R
Language
English
Released
2007
Format
Hardcover
Pages
399
ISBN10
1584885459
ISBN13
9781584885450
Series
Description
Computational statistics and statistical computing utilize computational, graphical, and numerical methods to address statistical challenges, making the R language an excellent choice for these disciplines. This book is among the first to incorporate R in its exploration of these topics, emphasizing an examples-based approach to traditional computational statistics material. It is well-suited for introductory courses or self-study, featuring R code for all examples and notes to clarify programming concepts. The content begins with an overview of computational statistics and an introduction to the R environment, followed by a review of fundamental probability and classical statistical inference concepts. Subsequent chapters delve into specific computational statistics topics, including simulating random variables from distributions, visualizing multivariate data, Monte Carlo integration, variance reduction methods, bootstrap and jackknife techniques, permutation tests, Markov chain Monte Carlo (MCMC) methods, and density estimation. The concluding chapter showcases examples that demonstrate the application of numerical methods using R functions. By prioritizing implementation over theory, this text provides a balanced and accessible entry point into computational statistics and statistical computing.