A meta-package that aims to make 'R' easier for everyone, 
    especially programmers who have a background in 'SAS®' software.
    This set of packages brings many useful concepts to 'R', including
    data libraries, data dictionaries, formats 
    and format catalogs, a data step, and a traceable log.  The system
    also includes a package that replicates several commonly-used 'SAS®' procedures,
    like 'PROC FREQ', 'PROC MEANS', and 'PROC REG'.

Tools for analyzing tail dependence in any sample or in particular theoretical models.  The package uses only theoretical and non parametric methods, without inference.  The primary goals of the package are to provide: (a)symmetric multivariate extreme value models in any dimension;  theoretical and empirical indices to order tail dependence;  theoretical and empirical graphical methods to visualize tail dependence.

Bundles functions used to analyze the harmfulness of trial errors in criminal trials.
    Functions in the Scientific Analysis of Trial Errors ('sate') package help users estimate the 
    probability that a jury will find a defendant guilty given jurors' preferences for a guilty 
    verdict and the uncertainty of that estimate. Users can also compare actual and hypothetical 
    trial conditions to conduct harmful error analysis. The conceptual framework is discussed
    by Barry Edwards, A Scientific Framework for Analyzing the Harmfulness of Trial Errors,
    UCLA Criminal Justice Law Review (2024) <doi:10.5070/CJ88164341> and Barry Edwards, 
    If The Jury Only Knew: The Effect Of Omitted Mitigation Evidence On The Probability Of A Death Sentence,
    Virginia Journal of Social Policy & the Law (2025)
    <https://vasocialpolicy.org/wp-content/uploads/2025/05/Edwards-If-The-Jury-Only-Knew.pdf>.
    The relationship between individual jurors' 
    verdict preferences and the probability that a jury returns a guilty verdict has been studied 
    by Davis (1973) <doi:10.1037/h0033951>; MacCoun & Kerr (1988) <doi:10.1037/0022-3514.54.1.21>, 
    and Devine et el. (2001) <doi:10.1037/1076-8971.7.3.622>, among others.