role = c("aut", "cre")), person("Dylan", "Kesler",  role = c("aut")), person("Lisa", "Webb",  role = c("aut")), person("Giorgia", "Graells",  role = c("aut")), person("Nicole" ,"Michel",  role = c("ctb")), person("Mike", "Meredith",  role = c("ctb")))

Title: Functions for re-sampling a community matrix to compute
Shannon's Diversity index at different sampling levels.
Description: There are two functions in this package, which can be used
together to estimate the Shannon's Diversity index at different
levels of sample size. A Monte-Carlo procedure is used to
re-sample a given observation at each level of sampling. The
expectation being that the mean of the re-sampling will
approach Shannon's diversity index at that sample level.
Packaged: Thu Jul 23 18:25:33 2009; artemis

diversity indices at different sampling levels.

Author: Junyao Chen, Cuiyi He, Yuanrui Wu, Mengqing Sun
Description: This package is made for solving cubic and quartic
equations and analyze the distribution of the data that R user
provide. The package contains function Cubic and Quart for
equations and all kinds of functions for distributions analysis
which have format as is.xxdistrbution and if you don't know
which distribution to judge, use function is.dt.
Packaged: 2012-06-07 15:21:06 UTC; BOXIANWEI

Description: The package involves two kinds of functions. One is to
solve cubic and quartic equations. The other is to analyse the
distribution of a set of given data.  The function Cubic and
Quart are for solving equations. The function which has the
form as "is.xxdistribution" is for analysing whether the data
obeys the xxdistrbution. If you don not know which distribution
Packaged: 2013-04-17 09:52:34 UTC; BOXIANWEI

Author: Junyao Chen, Cuiyi He, Boxian Wei
Description: The DnE package involves functions to analyse the distribution of a set of given data. The basic idea of the analysis is chi-squared test. Functions which have the form as "is.xxdistribution" are used to analyse whether the data obeys the xxdistrbution. If you do not know which distribution to judge, use function is.dt().
Packaged: 2014-12-07 15:38:48 UTC; BOXIANWEI