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2014-2-16 11:41:44
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2014-2-16 11:46:12
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2014-2-16 11:52:51
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2014-2-16 12:08:19
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2014-2-16 12:23:12
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2014-2-16 13:37:33
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2014-2-16 13:44:44
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2014-2-16 22:38:38
Analysis of Phylogenetics and Evolution with R

http://ape-package.ird.fr/APER.html


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2014-2-16 23:04:13

An Introduction to Statistical Learning

with Applications in R


Series: Springer Texts in Statistics, Vol. 103


James, G., Witten, D., Hastie, T., Tibshirani, R.


2013, XIV, 426 p. 150 illus., 146 illus. in color.

http://www-bcf.usc.edu/~gareth/ISL/





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2014-2-17 02:55:13
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2014-2-17 02:57:49

An Introduction to Statistical Learning with Applications in R


http://www-bcf.usc.edu/~gareth/ISL/code.html


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2014-2-17 03:36:48

Features
  • Covers the main data mining techniques through carefully selected case studies
  • Describes code and approaches that can be easily reproduced or adapted to your own problems
  • Requires no prior experience with R
  • Includes introductions to R and MySQL basics
  • Provides a fundamental understanding of the merits, drawbacks, and analysis objectives of the data mining techniques
  • Offers data and R code on www.liaad.up.pt/~ltorgo/DataMiningWithR/

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2014-2-17 04:44:56

R in Action: Data Analysis and Graphics with R


Robert I. Kabacoff


August, 2011 | 472 pages


ISBN 9781935182399



http://www.manning.com/kabacoff/


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2014-2-17 06:41:12
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2014-2-18 06:55:47
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2014-2-21 00:02:03
able of Contents

A Brief Introduction to S
The Basics of S
Using S
Data Sets
Data Manipulation
Probability Functions
Creating Functions
Programming Statements
Graphs
Exploring Data
What Is Statistics?
Data
Displaying Qualitative Data
Displaying Quantitative Data
Summary Measures of Location
Summary Measures of Spread
Bivariate Data
Multivariate Data (Lattice and Trellis Graphs)
General Probability and Random Variables
Introduction
Counting Rules
Probability
Random Variables
Univariate Probability Distributions
Introduction
Discrete Univariate Distributions
Continuous Univariate Distributions
Multivariate Probability Distributions
Joint Distribution of Two Random Variables
Independent Random Variables
Several Random Variables
Conditional Distributions
Expected Values, Covariance, and Correlation
Multinomial Distribution
Bivariate Normal Distribution
Sampling and Sampling Distributions
Sampling
Parameters
Estimators
Sampling Distribution of the Sample Mean
Sampling Distribution for a Statistic from an Infinite Population
Sampling Distributions Associated with the Normal Distribution
Point Estimation
Introduction
Properties of Point Estimators
Point Estimation Techniques
Confidence Intervals
Introduction
Confidence Intervals for Population Means
Confidence Intervals for Population Variances
Confidence Intervals Based on Large Samples
Hypothesis Testing
Introduction
Type I and Type II Errors
Power Function
Uniformly Most Powerful Test
℘-Value or Critical Level
Tests of Significance
Hypothesis Tests for Population Means
Hypothesis Tests for Population Variances
Hypothesis Tests for Population Proportions
Nonparametric Methods
Introduction
Sign Test
Wilcoxon Signed-Rank Test
The Wilcoxon Rank-Sum or the Mann–Whitney U-Test
The Kruskal–Wallis Test
Friedman Test for Randomized Block Designs
Goodness-of-Fit Tests
Categorical Data Analysis
Nonparametric Bootstrapping
Permutation Tests
Experimental Design
Introduction
Fixed-Effects Model
Analysis of Variance (ANOVA) for the One-Way Fixed-Effects Model
Power and the Noncentral F Distribution
Checking Assumptions
Fixing Problems
Multiple Comparisons of Means
Other Comparisons among the Means
Summary of Comparisons of Means
Random-Effects Model (Variance Components Model)
Randomized Complete Block Design
Two-Factor Factorial Design
Regression
Introduction
Simple Linear Regression
Multiple Linear Regression
Ordinary Least Squares
Properties of the Fitted Regression Line
Using Matrix Notation with Ordinary Least Squares
The Method of Maximum Likelihood
The Sampling Distribution of β
ANOVA Approach to Regression
General Linear Hypothesis
Model Selection and Validation
Interpreting a Logarithmically Transformed Model
Qualitative Predictors
Estimation of the Mean Response for New Values Xh
Prediction and Sampling Distribution of New Observations Yh(new)
Simultaneous Confidence Intervals
Appendix A: S Commands
Appendix B: Quadratic Forms and Random Vectors and Matrices
Quadratic Forms
Random Vectors and Matrices
Variance of Random Vectors
References
Index

http://www.crcpress.com/product/isbn/9781584888918

Textbook:https://bbs.pinggu.org/thread-691654-1-1.html

Data:http://www1.appstate.edu/~arnholta/PASWR/index.htm


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2014-2-21 00:25:30
[size=1em]Price: $31.94

Ships in 3–5 business days

This is a textbook for an undergraduate course in probability and statistics. The approximate prerequisites are two or three semesters of calculus and some linear algebra. Students attending the class include mathematics, engineering, and computer science majors.

http://people.ysu.edu/~gkerns/Textbook and R Package:



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2014-2-21 00:37:41
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2014-2-21 03:44:46
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2014-2-23 02:49:58
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2014-2-24 00:09:23
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2014-2-24 00:13:55
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2014-2-24 00:58:15
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2014-2-24 01:16:10
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2014-2-25 13:01:24
thank you to all for your sharing, xie xie
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2014-3-1 05:40:27
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2014-3-5 09:03:34
Book Description[size=0.86em]Publication Date: September 10, 1998 | ISBN-10: 0824798600 | ISBN-13: 978-0824798604 | Edition: 1
This useful reference describes the statistical planning and design of pharmaceutical experiments, covering all stages in the development process-including preformulation, formulation, process study and optimization, scale-up, and robust process and formulation development. It shows how to overcome pharmaceutical, technological, and economic constraints on experiment design! Directly comparing the advantages and disadvantages of specific techniques, "Pharmaceutical Experimental Design" offers broad, detailed, up-to-date descriptions of designs and methods not easily accessible in other books reviews screening designs for qualitative factors at different levels presents designs for predictive models and their use in optimization highlights optimization methods, such as steepest ascent, optimum path, canonical analysis, graphical analysis, and desirability discusses the Taguchi method for quality assurance and approaches for robust scaling up and process transfer details nonstandard designs and mixtures analyzes factorial, D-optimal design, and offline quality assurance techniques reveals how one experimental design evolves from another and more! Featuring over 700 references, tables, equations, and drawings, Pharmaceutical Experimental Design is suitable for industrial, research, and clinical pharmaceutical scientists, pharmacists, and pharmacologists; statisticians and biostatisticians; drug regulatory affairs personnel; biotechnologists; formulation, analytical, and synthetic chemists and engineers, quality assurance personnel; all users of statistical experimental design in research and development; and postgraduate and postdoctoral research workers in these disciplines.

Product Details
  • Series: Drugs and the Pharmaceutical Sciences (Book 92)
  • Hardcover: 512 pages
  • Publisher: CRC Press; 1 edition (September 10, 1998)
  • Language: English
  • ISBN-10: 0824798600
  • ISBN-13: 978-0824798604

Textbook Dowload: http://ishare.edu.sina.com.cn/f/9640414.html



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2014-3-5 10:42:33
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2014-3-8 07:52:19

Data Mining and Statistics for Decision Making
Data Set: http://bcs.wiley.com/he-bcs/Books?action=index&itemId=0470688297&bcsId=6344
Textbook: Sina Ishare; Pinggu
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2014-3-14 03:57:18


The Art of R Programming- A Tour of Statistical Software Design


by Norman Matloff



October 2011, 400 pp.


ISBN: 978-1-59327-384-2





R is the world's most popular language for developing statistical software: Archaeologists use it to track the spread of ancient civilizations, drug companies use it to discover which medications are safe and effective, and actuaries use it to assess financial risks and keep economies running smoothly.

The Art of R Programming takes you on a guided tour of software development with R, from basic types and data structures to advanced topics like closures, recursion, and anonymous functions. No statistical knowledge is required, and your programming skills can range from hobbyist to pro.

Along the way, you'll learn about functional and object-oriented programming, running mathematical simulations, and rearranging complex data into simpler, more useful formats. You'll also learn to:

  • Create artful graphs to visualize complex data sets and functions
  • Write more efficient code using parallel R and vectorization
  • Interface R with C/C++ and Python for increased speed or functionality
  • Find new R packages for text analysis, image manipulation, and more
  • Squash annoying bugs with advanced debugging techniques

Whether you're designing aircraft, forecasting the weather, or you just need to tame your data,The Art of R Programming is your guide to harnessing the power of statistical computing.

https://github.com/cosname/art-r-translation

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