What documentation exists for R?
What documentation exists for R?
What documentation exists for R?
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Chapter 5: R Add-On Packages 27<br />
Kendall Kendall rank correlation and Mann-Kendall trend test.<br />
KernSmooth<br />
Functions <strong>for</strong> kernel smoothing (and density estimation) corresponding to the<br />
book “Kernel Smoothing” by M. P. Wand and M. C. Jones, 1995. Recommended.<br />
LDheatmap<br />
Heat maps of linkage disequilibrium measures.<br />
LMGene Date trans<strong>for</strong>mation and identification of differentially expressed genes in gene<br />
expression arrays.<br />
Lmoments Estimation of L-moments and the parameters of normal and Cauchy polynomial<br />
quantile mixtures.<br />
LogicReg Routines <strong>for</strong> Logic Regression.<br />
LoopAnalyst<br />
A collection of tools to conduct Levins’ Loop Analysis.<br />
LowRankQP<br />
Low Rank Quadratic Programming: QP problems where the hessian is represented<br />
as the product of two matrices.<br />
MASS Functions and datasets from the main package of Venables and Ripley, “Modern<br />
Applied Statistics with S”. Contained in the ‘VR’ bundle. Recommended.<br />
MBA Multilevel B-spline Approximation.<br />
MBESS Methods <strong>for</strong> the Behavioral, Educational, and Social Sciences.<br />
MCMCpack<br />
Markov chain Monte Carlo (MCMC) package: functions <strong>for</strong> posterior simulation<br />
<strong>for</strong> a number of statistical models.<br />
MChtest Monte Carlo hypothesis tests.<br />
MEMSS Data sets and sample analyses from “Mixed-effects Models in S and S-PLUS”<br />
by J. Pinheiro and D. Bates, 2000, Springer.<br />
MFDA Model Based Functional Data Analysis.<br />
MKLE Maximum kernel likelihood estimation.<br />
MNP Fitting Bayesian Multinomial Probit models via Markov chain Monte Carlo.<br />
Along with the standard Multinomial Probit model, it can also fit models with<br />
different choice sets <strong>for</strong> each observation and complete or partial ordering of all<br />
the available alternatives.<br />
MPV Data sets from the book “Introduction to Linear Regression Analysis” by D.<br />
C. Montgomery, E. A. Peck, and C. G. Vining, 2001, John Wiley and Sons.<br />
MSBVAR Bayesian vector autoregression models, impulse responses and <strong>for</strong>ecasting.<br />
MarkedPointProcess<br />
Non-parametric analysis of the marks of marked point processes.